{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a0ad72eb-470a-4cb0-82b0-770c47f779c5",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 1. 数据读取"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d0a31693-6560-481b-ba0e-858e2b3624a8",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.4 s, sys: 75.2 ms, total: 1.48 s\n",
      "Wall time: 1.39 s\n",
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 1200000 entries, 0 to 1199999\n",
      "Data columns (total 16 columns):\n",
      " #   Column  Non-Null Count    Dtype  \n",
      "---  ------  --------------    -----  \n",
      " 0   A       1200000 non-null  float64\n",
      " 1   B       1200000 non-null  float64\n",
      " 2   C       1200000 non-null  float64\n",
      " 3   D       1200000 non-null  float64\n",
      " 4   E       1200000 non-null  float64\n",
      " 5   F       1200000 non-null  float64\n",
      " 6   G       1200000 non-null  float64\n",
      " 7   H       1200000 non-null  float64\n",
      " 8   I       1200000 non-null  float64\n",
      " 9   J       1200000 non-null  float64\n",
      " 10  K       1200000 non-null  float64\n",
      " 11  L       1200000 non-null  float64\n",
      " 12  M       1200000 non-null  float64\n",
      " 13  N       1200000 non-null  float64\n",
      " 14  O       1200000 non-null  float64\n",
      " 15  Class   1200000 non-null  int64  \n",
      "dtypes: float64(15), int64(1)\n",
      "memory usage: 146.5 MB\n",
      "None\n",
      "CPU times: user 2.54 s, sys: 1.31 s, total: 3.84 s\n",
      "Wall time: 1.7 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "\n",
    "# 读取CSV文件\n",
    "csv_file_path = 'data_public.csv'\n",
    "%time data = pd.read_csv(csv_file_path)\n",
    "\n",
    "# 打印数据的基本信息\n",
    "print(data.info())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5d3608c3-7f82-4e4d-9c90-a52631d9e3f6",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "数据集的行数和列数: (1200000, 16)\n",
      "数据类型:\n",
      "A        float64\n",
      "B        float64\n",
      "C        float64\n",
      "D        float64\n",
      "E        float64\n",
      "F        float64\n",
      "G        float64\n",
      "H        float64\n",
      "I        float64\n",
      "J        float64\n",
      "K        float64\n",
      "L        float64\n",
      "M        float64\n",
      "N        float64\n",
      "O        float64\n",
      "Class      int64\n",
      "dtype: object\n",
      "\n",
      "每列的缺失值数量:\n",
      "A        0\n",
      "B        0\n",
      "C        0\n",
      "D        0\n",
      "E        0\n",
      "F        0\n",
      "G        0\n",
      "H        0\n",
      "I        0\n",
      "J        0\n",
      "K        0\n",
      "L        0\n",
      "M        0\n",
      "N        0\n",
      "O        0\n",
      "Class    0\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# 检查数据的基本信息\n",
    "print(f\"数据集的行数和列数: {data.shape}\")\n",
    "print(\"数据类型:\")\n",
    "print(data.dtypes)\n",
    "\n",
    "# 检查缺失值\n",
    "missing_values = data.isnull().sum()\n",
    "print(\"\\n每列的缺失值数量:\")\n",
    "print(missing_values)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fcee8723-6dd8-4386-b861-d28b9e35a574",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 2. 数据集划分"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "c91e92c3-6fad-4f75-8229-4ddf26727d21",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "采样数据形状：\n",
      "(12000, 15)\n"
     ]
    }
   ],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "\n",
    "# 目标变量的列名为'Class'\n",
    "target_column = 'Class'\n",
    "\n",
    "# 分离特征和目标变量\n",
    "X = data.drop(columns=target_column)\n",
    "y = data[target_column]\n",
    "\n",
    "# 标准化特征\n",
    "scaler = StandardScaler()\n",
    "X_scaled = scaler.fit_transform(X)\n",
    "\n",
    "# 因为数据集比较大，采样进行分析\n",
    "\n",
    "# 合并X和y\n",
    "data_combined = pd.concat([pd.DataFrame(X_scaled, columns=X.columns), y.reset_index(drop=True)], axis=1)\n",
    "\n",
    "# 当前设置一个较小的样本约12000\n",
    "data_sampled = data_combined.sample(frac=0.01, random_state=42)\n",
    "\n",
    "# 再次分离特征和目标变量\n",
    "X_sampled = data_sampled.drop(columns=target_column)\n",
    "y_sampled = data_sampled[target_column]\n",
    "\n",
    "X_sampled_np = X_sampled.to_numpy()\n",
    "\n",
    "# 从小样本数据集中，划分训练集和测试集\n",
    "X_train_sample, X_test_sample, y_train_sample, y_test_sample = train_test_split(X_sampled, y_sampled, test_size=0.3, random_state=42)\n",
    "\n",
    "print(f'采样数据形状：\\n{X_sampled.shape}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6cb74321-32b8-4842-9cba-1d88a234ce45",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 3. 特征分析"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b6f8241a-209a-4d99-96cb-a85dccbd1d7c",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "3.1 皮尔逊相关系数特征分析"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7df4ae55-312f-4b81-b225-d7bd780b837e",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "特征之间的皮尔逊相关系数:\n",
      "          A         B         C         D         E         F         G  \\\n",
      "A  1.000000  0.462084  0.991970  0.080362  0.990749  0.904972  0.971864   \n",
      "B  0.462084  1.000000  0.547449  0.866369  0.359554  0.765556  0.626116   \n",
      "C  0.991970  0.547449  1.000000  0.185391  0.971784  0.943238  0.988140   \n",
      "D  0.080362  0.866369  0.185391  1.000000 -0.038369  0.485952  0.288859   \n",
      "E  0.990749  0.359554  0.971784 -0.038369  1.000000  0.848763  0.939336   \n",
      "F  0.904972  0.765556  0.943238  0.485952  0.848763  1.000000  0.969048   \n",
      "G  0.971864  0.626116  0.988140  0.288859  0.939336  0.969048  1.000000   \n",
      "H  0.988642  0.344830  0.968070 -0.054426  0.997112  0.840130  0.933893   \n",
      "I  0.814772 -0.097415  0.749100 -0.500395  0.876147  0.501970  0.672558   \n",
      "J  0.869982  0.806988  0.915857  0.551918  0.805787  0.990057  0.949585   \n",
      "K  0.968353  0.251567  0.937242 -0.156424  0.988958  0.780020  0.892730   \n",
      "L  0.149750  0.857990  0.248732  0.949429  0.036650  0.527409  0.345209   \n",
      "M  0.958491  0.350833  0.940491 -0.033677  0.964297  0.822246  0.909584   \n",
      "N  0.952442  0.199494  0.915679 -0.211080  0.979457  0.743183  0.865950   \n",
      "O  0.919234  0.103390  0.872429 -0.310247  0.958206  0.672767  0.813079   \n",
      "\n",
      "          H         I         J         K         L         M         N  \\\n",
      "A  0.988642  0.814772  0.869982  0.968353  0.149750  0.958491  0.952442   \n",
      "B  0.344830 -0.097415  0.806988  0.251567  0.857990  0.350833  0.199494   \n",
      "C  0.968070  0.749100  0.915857  0.937242  0.248732  0.940491  0.915679   \n",
      "D -0.054426 -0.500395  0.551918 -0.156424  0.949429 -0.033677 -0.211080   \n",
      "E  0.997112  0.876147  0.805787  0.988958  0.036650  0.964297  0.979457   \n",
      "F  0.840130  0.501970  0.990057  0.780020  0.527409  0.822246  0.743183   \n",
      "G  0.933893  0.672558  0.949585  0.892730  0.345209  0.909584  0.865950   \n",
      "H  1.000000  0.883743  0.796277  0.990716  0.021064  0.964243  0.982138   \n",
      "I  0.883743  1.000000  0.434413  0.924666 -0.414474  0.846463  0.942071   \n",
      "J  0.796277  0.434413  1.000000  0.729793  0.587375  0.781605  0.689873   \n",
      "K  0.990716  0.924666  0.729793  1.000000 -0.076763  0.956126  0.991988   \n",
      "L  0.021064 -0.414474  0.587375 -0.076763  1.000000  0.037979 -0.130011   \n",
      "M  0.964243  0.846463  0.781605  0.956126  0.037979  1.000000  0.946812   \n",
      "N  0.982138  0.942071  0.689873  0.991988 -0.130011  0.946812  1.000000   \n",
      "O  0.962427  0.970236  0.613797  0.982820 -0.226477  0.925636  0.988805   \n",
      "\n",
      "          O  \n",
      "A  0.919234  \n",
      "B  0.103390  \n",
      "C  0.872429  \n",
      "D -0.310247  \n",
      "E  0.958206  \n",
      "F  0.672767  \n",
      "G  0.813079  \n",
      "H  0.962427  \n",
      "I  0.970236  \n",
      "J  0.613797  \n",
      "K  0.982820  \n",
      "L -0.226477  \n",
      "M  0.925636  \n",
      "N  0.988805  \n",
      "O  1.000000  \n"
     ]
    },
    {
     "data": {
      "image/png": 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EhARatmyJvb09M2bMIDAwEEtLS06fPs3777//SPuiOJj6/qHwBpQpWq2Wnj17smTJEsLCwowmYXrQ7NmzmTJlCq+99hozZ87E2dkZtVrN22+/XaQ8F3X20jNnzhgab+fPnzfqnSvM/catqcYT5H539yefMUWv11OjRg3mzp1r8n1fX18g9z7LNm3aULlyZebOnYuvry8WFhZs2bKFefPmFfheTOXdysqK/fv3s2fPHjZv3szWrVtZuXIlzz//PNu3by90Pz9MUcpGfHy84d5qIYQQTx9pTAohChUYGAiAu7v7Q3/cxsfHs2vXLqZPn87UqVMNy+/3sOVXWOPrfu9E/tk7oWCvxr/FqygKAQEBVKxY8ZHXu69Lly78/PPPHDlyhCZNmjw0rZ+fH3q9nitXrhh6YAAiIyNJSEjAz8+vyJ9/3/3v3d7e/qHfuyl79+4lNjaWtWvX8txzzxmWh4eHF0j7qA3h+3kJCQkp8F5wcDCurq6P/ViWwvTr149FixahVqvp06dPoenWrFlD69at+eWXX4yWJyQkGDVGirOXKzU1lSFDhlC1alWaNm3K559/zosvvmiYMbYwZcuWxcrKyuQ+eRSBgYGcPXuWNm3aPDQ/mzZtQqfTsXHjRqPewIcN9zZFrVbTpk0b2rRpw9y5c5k9ezYffvghe/bsoW3btvj5+XHu3Dn0er1R7+T9IdWPUxfCw8OpVavWf15fCCFEyZJ7JoUQherQoQP29vbMnj2brKysAu/fn4H1fk/Dgz0L8+fPL7DO/UbHg41Ge3t7XF1d2b9/v9Hy77///pHj7dmzJ2ZmZkyfPr1ALIqiGD2mxJQJEyZgY2PDsGHDiIyMLPD+tWvX+Oqrr4DcIZhQMI/3e4s6d+78yHE/qF69egQGBjJnzhxSUlIKvP+wmW9N7YvMzEyT36ONjc0jDXv18vKidu3aLFmyxGi/Xbhwge3btxu+i5LQunVrZs6cybfffmuyd/w+MzOzAvt89erV3Llzx2hZYeXvv3j//fe5efMmS5YsYe7cufj7+zNo0KACj+d4kLm5OfXr1+fkyZP/6XN79erFnTt3WLBgQYH30tPTSU1NBUyXhcTERH799ddH/qy4uLgCy+73lt/P5wsvvMC9e/dYuXKlIU12djbffPMNtra2tGzZ8pE/L7/ExESuXbv2yLMrCyGEePKkZ1IIUSh7e3t++OEHBgwYQN26denTpw9ubm7cvHmTzZs306xZM7799lvs7e157rnn+Pzzz8nKysLHx4ft27eb7HmpV68ekPtoij59+mBubk7Xrl0NjbhPP/2UYcOGUb9+ffbv309oaOgjxxsYGMjHH3/MpEmTuH79Oj169MDOzo7w8HDWrVvHiBEjeO+99x66/h9//EHv3r2pUqUKAwcOpHr16mRmZnL48GHD4w4AatWqxaBBg/j5558NQ0uPHz/OkiVL6NGjB61bty7al52PWq1m4cKFdOrUiWrVqjFkyBB8fHy4c+cOe/bswd7e3nBP3YOaNm2Kk5MTgwYN4q233kKlUrF06VKTQwjr1avHypUreeedd2jQoAG2trZ07drV5Ha/+OILOnXqRJMmTRg6dKjh0SAODg4PHX76uNRqNZMnT/7XdF26dGHGjBkMGTKEpk2bcv78eZYtW1bgYfeBgYE4Ojry448/Ymdnh42NDY0aNXroPa2m7N69m++//55p06YZHlXy66+/0qpVK6ZMmcLnn3/+0PW7d+/Ohx9+SFJS0iPfQ3rfgAEDWLVqFaNGjWLPnj00a9aMnJwcgoODWbVqleFZke3bt8fCwoKuXbsycuRIUlJSWLBgAe7u7ty9e/eRPmvGjBns37+fzp074+fnR1RUFN9//z1lypQxPNt1xIgR/PTTTwwePJhTp07h7+/PmjVrOHToEPPnz3/kSa0etHPnThRFoXv37v9pfSGEEE9AaUwhK4R4Otx/rMSJEycemm7Pnj1Khw4dFAcHB8XS0lIJDAxUBg8erJw8edKQ5vbt28qLL76oODo6Kg4ODsorr7yiREREFHish6IoysyZMxUfHx9FrVYbPdYiLS1NGTp0qOLg4KDY2dkpvXr1UqKiogp9NEhhjyv4888/lebNmys2NjaKjY2NUrlyZeWNN95QQkJCHul7CQ0NVYYPH674+/srFhYWip2dndKsWTPlm2++MXq0RlZWljJ9+nQlICBAMTc3V3x9fZVJkyYZpVGU3McudO7c2eT3CiirV682GceZM2eUnj17Ki4uLopWq1X8/PyUXr16Kbt27TKkMfVokEOHDimNGzdWrKysFG9vb2XChAmGx1js2bPHkC4lJUXp16+f4ujoqACGx4QU9piWnTt3Ks2aNVOsrKwUe3t7pWvXrsqlS5eM0hS2b0zFaUr+R4MUprBHg7z77ruKl5eXYmVlpTRr1kw5cuSIyUd6bNiwQalataqi0WiM8tmyZUulWrVqJj8z/3aSkpIUPz8/pW7dukpWVpZRunHjxilqtVo5cuTIQ/MQGRmpaDQaZenSpUXOv6LkPnrjs88+U6pVq6ZotVrFyclJqVevnjJ9+nQlMTHRkG7jxo1KzZo1FUtLS8Xf31/57LPPlEWLFhXYF4WV0V27dindu3dXvL29FQsLC8Xb21vp27evEhoaWiA/Q4YMUVxdXRULCwulRo0aBcqPqf12n6njRO/evZXmzZv/63chhBCi9KgUpQizIQghhBCiWAwdOpTQ0FAOHDhQ2qE8de7du0dAQAArVqyQnkkhhHiKSWNSCCGEKAU3b96kYsWK7Nq1i2bNmpV2OE+ViRMnsnv3bo4fP17aoQghhHgIaUwKIYQQQgghhCgymc1VCCGEEEIIIUSRSWNSCCGEEEIIIZ4y+/fvp2vXrnh7e6NSqVi/fv2/rrN3717q1q2LVqulfPnyLF68uERjlMakEEIIIYQQQjxlUlNTqVWrFt99990jpQ8PD6dz5860bt2aoKAg3n77bYYNG8a2bdtKLEa5Z1IIIYQQQgghnmIqlYp169bRo0ePQtO8//77bN68mQsXLhiW9enTh4SEBLZu3VoicUnPpBBCCCGEEEI8ATqdjqSkJKOXTqcrlm0fOXKEtm3bGi3r0KEDR44cKZbtm6IpsS0LIYQQQgghxBO22bxSaYdQqBMf9mX69OlGy6ZNm8ZHH3302Nu+d+8eHh4eRss8PDxISkoiPT0dKyurx/6MBz1Vjcmnecc/is5ZIaTvXV7aYTw2q1Z92WJdubTDeGwvpAWz63xGaYfxWNrUsHxm9sXJlk1KO4zHUn/fEXZ4VC/tMB5bu8gLz0yZChvcpbTDeCzlFv/F+S6tSzuMx1bjrz3sLFOjtMN4LG1vn+dESEJph/HYGlRyZE+FWqUdxmNrfeUs+6rULu0wHkvLy0EcbdSwtMN4bI2PybNei9ukSZN45513jJZptdpSiubxPVWNSSGEEEIIIYR4Vmm12hJrPHp6ehIZGWm0LDIyEnt7+xLplQRpTAohhBBCCCGeISpzVWmHUCqaNGnCli1bjJbt2LGDJk1KbnSYTMAjhBBCCCGEEE+ZlJQUgoKCCAoKAnIf/REUFMTNmzeB3CGzAwcONKQfNWoUYWFhTJgwgeDgYL7//ntWrVrFuHHjSixGaUwKIYQQQgghxFPm5MmT1KlThzp16gDwzjvvUKdOHaZOnQrA3bt3DQ1LgICAADZv3syOHTuoVasWX375JQsXLqRDhw4lFqMMcxVCCCGEEEI8M9SaZ2OYa6tWrVAUpdD3Fy9ebHKdM2fOlGBUxqRnUgghhBBCCCFEkUljUgghhBBCCCFEkckwVyGEEEIIIcQzQ2Uu/WVPinzTQgghhBBCCCGKTBqTQgghhBBCCCGKTIa5CiGEEEIIIZ4Zz8psrv8LpGdSCCGEEEIIIUSRSWNSCCGEEEIIIUSRyTBXIYQQQgghxDNDZS7DXJ8U6ZkUQgghhBBCCFFk0pgUQgghhBBCCFFkMsxVCCGEEEII8cyQ2VyfHOmZFEIIIYQQQghRZM98z6Rz8/qUe3coDnWrY+ntzsmXXidy467SDstgxZ7jLNlxiNjEFCqW8eT9Pp2oEVDmX9fbeuI8Exf+SatalZj/el+j98LuRvPV2h2cCr1Btl5POS83vhzVCy9nxxLJg9/IfgS8PRSthyvJ54O5+O7HJJ48bzKtSqMhcPwIfF7tgaW3B6mh4QRPmUPMjoOGNGa2NlSc+hae3dpi4eZC0tnLXBo/i8RTF0ok/vv2/b2CHRuXkJQQQxm/ivQaOhH/CjUKTX/68HY2rfiO2OgI3L3K0qP/21Sv28LwfkZ6GhuWzefs8T2kpiTi4u5Dq059ea5DrxLLw7OyLx7k1uMlPPu8irmzM2nXrnLrq7mkBl8ymVZlZoZn/0G4dOiEhasbGbducvun70k6fvSJxgxQZkgf/F8fgoW7KymXQgj+YDZJZ0x/dyqNhoC3huHVuztaT3fSrl3nysy5xO45ZEjT/MQ2rMr6FFj31qLlBE+aVSJ5eFbKlH2bzjh06omZgxOZN8OJ/f0ndOGhhadv3w371i+gcXFDn5xE6slDxK1ZgpKVBYBlxWo4vPASWr9ANE4u3Pv6Y9JOl2wZc+7cA7eevdE4OZMRfo2In74mPTS40PQu3V7C5YVumLt5kJ2USNKhfdxbssCQh0q/LMfCw7PAerF/rSfix69KLB9lBvXBb9RgLNxcSbkcQsiUT0gKKrxe+I8ZhtfL3XLrRdh1rs6eR+zevHrR7MhWrHxN1IvFKwiZXDL1AmDH5tVsXreMxPhYygZUYOCIdwmsWM1k2ts3w/hz2U+EXwshJuou/Ye+TcfuxufuP/9YwLoVC42Wefn48cUPq0osDz6v9sZ32CAs3FxJDQ4ldManJJ8rfF/4jRqK54tdsfBwJz3sOte+mE/cgcNG6Sw83Akc/zYuzzVDbWVJ+o1bBE+cSvIF08fs4uDdrze+rw3CwtWFlOBQrs76jOTzheej7IjX8OjeFa2HO2nh1wn78iviD+blw++NUfiPGWW0XlpYOCc6v1hiefB4+WW8X+2PuYsLaVeuEP7lHFIvFX6e8x48GLcXOmPh5kb6zZvc/PYbEo/mHYO8Bw3CuVVrrPz80Ot0JJ8/z81vvyHj5s0Sy4P4/+mZ75k0s7Em6VwIF96aXtqhFLDtxAW+XLONkZ1bsfzDkVQs48HrX/9OXFLKQ9e7ExPP3DXbqVu+bIH3bkXHMeSLRfh7urLw3cGsnjqaEZ2fQ6spmesGXi91ovKnE7k6+zsONe1J0vkQGm5YiIWbs8n0FaeNpezQ3lx692P21+3MzV9WUG/Ft9jXqmJIU+P7mbg+35Sgoe9zoEE3YnYdouFfv6L1di+RPACcPLSVP5fMofMrI5n0+Qp8/CvxzcejSU6MNZn+WnAQi+ZPpGmbF5n0xUpqNWjNT5+/TcTNK4Y0fy6Zw6Wgwwx+azZT56/j+c6vsuqXTzl3Ym+J5OFZ2RcPcmrdBt833iJiyS9cGj6Y9GtXqDBnHhpHJ5PpvYeNxK1rD259NZcLg/oRvXEd5T/+FKsKFZ9YzAAe3TtSafoEwr78gWPtXiH5Ygh1V/yEuavp/RE48U18Br5CyAezOfJcd24vWUWtX7/CrnplQ5pjHfuwr3pLw+vUK8MAiNy0vUTy8KyUKZuGLXDpM4z49cu5M20smbfC8XxvBmo7B9PpG7fE+ZXBxG9Yzu0PRhO96GtsGrbA6aVBhjQqrSWZN8OIWfpjicWdn0OL1ngNG03U8iVcHTuCjPBrBMz4HDMHR9PpW7bBc/AIIpf/RujoQdz5+gscWrTGc9BwQ5qr40ZxuX9Pwyvsw3cBSDy0t8Ty4dG1AxWnjids3o8c79SL5Euh1Pn9J8xdCqkXE97Ep//LhEz9hKPP9+D20lXUXDgfu2p59eJ4577sr9PK8DrdJzePUZu3lVg+jh7YwbJfvuLFPkP5eN4SyvqX57NpY0lMiDOZXqfLwM3Th94DX8fByaXQ7ZYpW45vl2wxvKZ+9nNJZQH3FzpQ/oP3uP7tT5zs0YeUyyHUWvQD5s6m90XAuDF4936Z0BmfcrzTi9xZsZrq38/DtmrevtDY21F3xWKU7GzODnuD4516cvXTL8lKSiqxfLh1ak/g++9y/bufOPVSX1JCQqmx4HvMnU2fI/zHvoFXr5e5OuszTnTpScTKNVT7Zi62VSoZpUu9cpXDLdoYXmdeHVJieXBp2xa/sW9z+5eFnB80kNSrV6jy1ddonEznwXfUaDx6vMj1L+dwtk9votaupdJnn2NdMe88Z1+nLpFrVnNh6FAuv/UmKo0ZVb7+BrWlZYnl42miMlc9ta9nTbE2Ji9ceLK9FY8iett+QqfNJ3LDztIOpYClO4/Qs3ldejSrQ6C3O5Nf7YKlhTnrD58pdJ0cvZ4PFq1ldNfW+LgVPMh8u34XzatXYNxL7alc1gtfN2da1aqMs71tieQh4K3B3Pp1NbeXriUl+BoX3pxGTnoGZQa+ZDK9T7/uXPviJ6K37Sf9+m1uLlhB9Lb9BLyVe5BWW2rx7NGe4MlziD90krSwm1yZ9S1pYTfxG97X5DaLw+5NS2nWtidNnu+Bl28gfUdMxkJryeHd602m37NlGVVrN6Vd98F4lSlH175j8A2owt6/VxjShIUE0ahlVypWb4CLuw/N272Mj39Frl8tmXryrOyLB3n06kvMXxuJ/XszGTeuc+PLz9Fn6HB9oYvJ9C7tO3L39yUkHjtC5t0IojesI/HoYTx7PbmYAfxGDeT272uIWLGe1NAwLo+fQU56Bj59TV/Z9n6lK+FfLSBm1wHSb9zm9pKVxOw6gN/owYY0WbHxZEbHGl6u7VqSFn6T+MMnSiQPz0qZcujQg6R920g5uJOsiFvELPkOJVOH3XPtTKa3LF8F3ZXLpB7dR3ZMFOkXz5BybD+W5SoY0qSfP0X82t9JO32kxOLOz7XHK8Rv20z8zq3obt3gzndz0esycG7XyWR6myrVSLt8gcR9u8iKiiTlzEkS9u/GqkLeD/+cpESyE+INL/uGTdBF3CH1/NkSy0fZEQO5s/xP7q5aT+qVMIInziAnIx3vPqbrhVfPLlz/ZiGxuw+QfvM2d5auInb3AcqOzGvYZ8U9UC/aPkfa9ZvEHzlZYvn4e8NyWrfvTsu2XfEpW44hr09Eq7Vk385NJtMHVqhKvyFv0eS59pibWxS6XbWZGY5OLoaXnb1jCeUAfF8bQMTKtdz7cwNpV8MImfox+vQMvF7uYTK9Z/fO3PhxIXH7DpJx6w4Rf6wmdt9BfF8baEhTdsRr6O5G5vZEnrtAxu07xB88QsbN2yWWjzKDBnB39Voi120g7VoYVz76GH1GBp49TefDo1tnbv78C3H7D5Jx+w53V6wmbv9BygweaJROyc4hKybW8MpOSCixPHj17UfUhvVE//UX6eHhhH/6KfqMDNy7djWZ3rVTJ+4sWUzC4cPoIiKIXPsn8UcO49XvVUOa4LfHEr15M+nhYaRducK1GTPQenlhU7mKyW0K8V89dmMyOTmZn3/+mYYNG1KrVq3iiOn/hazsbC7fjKBRlXKGZWq1mkaVy3EurPCD7k9/7cPZzoYXm9ct8J5er+fA+Sv4ebgw+qultH7vc/p/soDdQZdLJA8qc3Ps61Qjdk++IS6KQszuIzg1qm1yHbWFBTkZOqNlOekZODWtl7tNjQa1RoPeVJom9Yo1/vuys7K4GXaZSjUb58WpVlO5RmPCQ86ZXCc89ByV86UHqFq7KeGheenLVarNuZP7SIiNRFEUQi4cJyriBlVqNSn2PDwr++JBKo0Gm4qVSDqVr7GkKCSdOoFNteom11GbW6BkZhot0+t02NZ4cscnlbkGu5pViTuQb9ijohC3/ygO9U3HobKwQK97IO4MHY4N6xT6GV4vdeHO8nXFFrfx9p+RMmWmQetfnvRLQXnLFIX0i0FYBlY2uUrG1ctY+AeiDci9yq9x88C6Zn3SzpVc4+RhVBoNVuUrkhJ0Km+hopASdBrryqaHVaZevohVYEWsKubm0dzDC7v6jUg+eazQz3Bs1Y74HX8Xe/yGzzDXYFfDRL04cBTHuoXUC60Fet0D5SVDh2ODwuuFZ88uRKwomXoBueeM8KvBVKvd0LBMrVZTrVYDrgabHgL+qCIjbjFmcGfGDX+R77+cSkz0vccN1ySVuQbbalWIP/zAvjh8FPs6NU2uoy7kGOVQr7bhf9c2LUm+cJFqX39Bs6N7qL9hJV69epZEFoB/ylS1KsQfyVeuFYX4I8ewr/2wfBiXqdx8GJcpK7+yNN63nYbb/6Ly57PRehUcEl4cVBoNNpUrk3jc+DyXeOIEtjVM32pT2PnC/iG/w81sczsVspMSHz9oIfL5z43J/fv3M2jQILy8vJgzZw7PP/88R48++XuS/lfFp6SRo1dwsTPuMXSxtyEm0fQw1zNXb7D+0GmmDjB9pSouOZU0XSaLth6kabXy/DB2AM/Xqcy7P67kZOj14s4CFq5OqDUadJHGQ0F1UTFoPVxNrhOz8yABbw7GOtAPVCpcn2+KZ/d2aD3dAMhJSSX+6BnKT3wdrZc7qNV49+mKU6PahjTFLSU5Hr0+B3sH46FHdo4uJCXEmFwnKSEGO8cH0jsYp+81dCJeZcrxwcj2vNmnPt99/Dq9h31AharF/6P5WdkXD9I4OKLSaMiKNx46lh0fh7mz6aFiiSeO4dGrD1qfMqBSYV+/AY7PtcLcpfChZcXNwjl3f2RGG++PzOhYtO6m90fs3kP4jRyIdUBZUKlwfq4J7i+0Qeth+rt279QGjYMdd1esL+7wgWenTJnZ2aMyMyMnMcFoeU5SAmYOpoeQpR7dR/zaZXh/+BkBC9dT9otfyAg+T8Jfq0skxn9jZu+AysyM7IR4o+XZCfFonEwPSUzct4vIZb9S7rOvqb5+B5V/+YPU80FEr15mMr194+aY2doSv2trscd/n3lh9SImFgt30/Uzbt9hyg4fiNX9etGiCe6d2qB1N11e3Dq0QWNvR8TqDcUe/33JSQno9Tk4OBp/9w6OzoUOc30U5StVY8TYqUyYNp8ho98nOjKCmRNHkp6W+rghF2Du9M++iDHeF1mxsWjdTNfvuIOH8X1tAFZ+ufvCqVlj3No/b7QvLH3L4N2vF+nXb3L2tdHc+WMVFaa8j+eLpn+3PHY+HJ1yzxGxBfNh4VpYPo5QZnC+fDRtjGu757HIl+/kc+cJ/mAq54e/wZXps7As40Pt3xdhZm1d7HnQOP5znoszLjtZcXFYFHaeO3oUr379sPT1BZUKh4YNcW7dGvNC8oxKhf+4d0g6G0R6WFhxZ+GppNaontrXs6ZIN9Ldu3ePxYsX88svv5CUlESvXr3Q6XSsX7+eqlWrPvJ2dDodugeuCmm12qKE8v9OaoaODxetY+qAbjjZ2phMo1cUAFrVqsSAtrm9X5V9vTh77RZr9p+kfkX/JxVuoS6Nn0X172bSMmgLiqKQFnaL20vXGg2bOzt0AjV+nE2ba/vRZ2eTFHSJiFWbcahj+gr802rvluWEXznHqIlf4ezqzdXLp1i5cDaOzm4FejVLw7O6L259PQ+/8ROpvnQFKAq6iDvE/r250GGxT4uQyZ9S9cuPaHpoE4qikH79FhEr1uNd2LDYfj2J3X0QXWT0E460cM9KmbKsXAPHrr2I+e0HMsJCMHf3xvXV4Th260PCxhX/voGngE2NWrj1epWIH+aTFnIZrbcPXsPH4N5nAFErlhZI79T+BZJPHSM7zvR94qUlZOqnVPn8I5ru3ZhbL27cImLlBrz79DCZ3qfPi8TuOUjmU1QvHlWtek0Nf5cNqEBgxWq8Paw7xw7uolX7bqUYWa4rH39OpY+n0mjbehRFIePmbe7+ucFoWKxKpSb5wkXC5n4DQMqlYGwrlse77yvcW2d6CPCTdm3251ScMZUGm9fljlK4dZt76zbi2bO7IU3cgbwJnlJDr5B07gKNd23BrVN77v25vhSiNnZ97peU++BDaq1cBYpCxp07RP+1CfcuphvtAeMnYF2uHBdHjnjCkYr/Dx65Mdm1a1f2799P586dmT9/Ph07dsTMzIwffyz65AOffPIJ06cbT4gzbdo0GhR5S/+7nGytMVOriE027oWMTUrF1aHg/Y23ouOIiE1g7Hd/GJbdbzzWGz2d9TPexNPJHo1aTaCX8RXbAE83zlwr/tm7MmPi0Wdno/UwvnKmdXdFF2m6Ry8zJp7Tvceg1lpg7uKILiKKSjPfJS38liFNWvgtjnUYgJm1FRp7W3T3oqn921zSrt8yuc3HZWvnhFptRtIDk+0kJ8Ri72j6Kp+9oyvJCQ+kT8xLn6nLYOPyrxkxfh416j0HQBn/ity+HsLOjUuKvTH5rOyLB2UnJqBkZ2P+QO+LxsmZrEJ+9GYnJnBt8kRUFhZo7B3IionGZ+Tr6CLuPImQAciMy90fFm7G+8PCzQVdlOn9kRUbz9nBY3P3h5MjuntRlJ88jvQbBYe9W5bxwuW5xpx97e2SCB94dspUTnISSk5OgYlqzOwdyUmMN7mO04v9STm8m+T9uRMbZd2+QZxWi+vgMSRsWgn/HHuflJykRJScnAKTTmkcnciON90T5tH/NRJ2byd++xYAdDfCUWst8RnzLlErfzfKg7mbB7a16nJj9rSSywS59zaarBeuLmRGma7PWXHxnBv2QL34oJB64eOFc4vGnBs+rkTiv8/O3hG12qxAL2RiQlyB3srHYWNrh6d3WSLvFn/dyIr/Z1+4Gu8LcxcXdNGFHKPi4rnw+jjUFhZonBzJjIyi3Pi3ybiVd2zNjI4m9apxz1fqtTDc2rct9jwAZCXE554jXArmIzOmkHzEx3PxzXGoLCwwd3QkMyqKgHfHknG78HNETnIyaddvYlXWt1jjB8hO+Oc898DER+bOzmQWdp5LSCB0wvjc85yDA1nR0ZR9YwwZEREF0vq/9x6OzZtzaeRIMqOiij1+IR55mOvff//N0KFDmT59Op07d8bMzOw/f+ikSZNITEw0ek2aNOk/b+9/kblGQ5Wy3hy/HG5YptfrOR4cRs1yBR8NEuDpypqpo1k5eZTh1bJmJRpUDGDl5FF4OtljrtFQ1d+b6w8MS7sRFYuXs+lZCx+HkpVF0pmLuLTKdw+gSoVL68bEHwt66Lp6XSa6iChUGg2ePdoTuXl3gTQ5aeno7kWjcbTHrW1zIv8qmKY4aMzNKVuuCiHn8+650Ov1hJw/RkAl0/dcBFSsSfB543uPLp89SkDF3PQ5OdnkZGejVhlXMbVajV6vL+YcPDv74kFKdjapoSHY1auft1Clwr5ufVIvPnwiIyUzk6yYaFRmZjg915qEQwdKONp8n52VTfK5Szi3aJS3UKXCuUUjEk8+fHITvS4T3b3c/eHRpR3R2/YUSOPd50UyY+KI2bG/uEM3eGbKVE42uutXsaqa714ilQqrqrXIuGb6sRpqrRb0xg1GxVBvn/wQJSU7m/SrodjUynevvEqFba26pAVfNLmOWmtZoNFryIPKOA9O7TqSnZhA8omSnUxIycom+fwlnJs/UC+aNybh9KPXC/cX2hK93US96N0jt17sKrl6AbnnjIDylbl4Nu8eN71ez8VzJyhfufDHSRVVRnoaUffu4OhcyNDFx6BkZZNy8TJOTYz3hVPTRiSdMT1XwH36zEwyI3P3hVuHNsTszNsXiaeDsA7wN0pv7e9nspFTHJSsbJIvXsapcd79q6hUODVuSFLQw/OhZGaSGfVPPtq1IXbX3kLTqq2tsPItQ2YhDe3HoWRnkxocjEODfF0qKhX2DeqTcv7h9+AqmZlkReee55xbtyZ+/z6j9/3few/nlq24/Mbr6O6WzD54WqnMVE/t61nzyD2TBw8e5JdffqFevXpUqVKFAQMG0KdPn//0oVqt9okNazWzscYm3yM0rAPKYF+rMplxiWTcuvtEYijMgLZNmLJ4HVX9vanu78OyXUdJz8yie9Pcm8An/7oWd0d73nqxLVpzc8r7eBitb2edO71z/uWD2zdjwoLV1K3gR4NK/hy+eJX950JY+O7gEslD+NeLqbngUxJPXyDh5DkCxgxCY23F7aVrAai54FN0EVGETJsLgEODmlh6e5B09jKW3h5U+HAMKrWasLl5z9ZybdscVJAaGo5NoB+VZ48nJTSM27+tLZE8ADzfdQC/fTsFv8Bq+JWvzp7Nv6PTpdOkdQ8AFn/9IY4u7vR4dSwArV94lXnThrJz4xKq13uOkwe3cjPsIq+OmgKAlbUtFarWZ+3SuZhbaHF28+LKpVMc2/cXLw16r0Ty8KzsiwdFrlpOwKQppAUHkxp8EY+X+6C2siTm778A8P9gKlnR0dxZ8AMANlWqYu7qRtrVK1i4ueE9eBgqtYp7y39/YjED3PjxN6p9PYukoIsknblA2RH9MbO2IuKfexyrfTMb3b0ors6aD4B93RpYenqQfDEYrac75ca/DmoV179dZLxhlQrvPj2IWLUBJSenRPPwrJSpxG3rcRs+Dl34FXRhoTi0745Ka0nKgdxZvt2Gv0N2fCzxa5YAkBZ0HIcOPdDdDEN3LQRzDy+ce/YnLeg4KLkNMpXWEnMPL8NnmLt6YFE2gJyUFHLiin+IZcz61ZQZN5H0K6Gkh17GpfvLqC0tid+Ze49jmXcmkRUbTeSS3O866fhhXHu8QnrYldxhrl4+ePR/jaTjRyD/BS2VCqe2HYnftc14eQm5+fNvVJ03i6SzF0kMOk/ZYQMws7Li7sr1AFSbP4uMe1Fc+zT3OZf2dWqg9XQn5WJIbr14ZzSo1Nz44VfjDatUePXqwd01G0u8XgB06t6Xn+bPIKB8FQIrVmXrxhXoMjJo2SZ3OP2P8z7CydmN3oPeAHIn7blzK/ficXZ2FnFx0dwIC0VraYWnd25v1x+LvqJOwxa4unkSHxfD2j8WoFarafJc+xLJw61FS6n8+UySL1wk6dwFygzun7sv/hnGWeXzj9FFRhH25dcA2NeqgYWHOymXg9F6uBPw5mhUajU3FyzO2+avv1N35RL8Rg0last27GpVx7v3y4RMmVEieQC4vWQplT+ZSfKFSySfv4DPwFdRW1lxb13ufbOVPp1JZmQU4fNyh97a1ayO1sOdlMshaD3c8XtjFKjV3PwlLx/lxo8jdu9+Mu7cRevuhv+bo1H0OURtLpl7iu8u/4PAqdNIuXyZlEsX8erTBzNLK6L/yj3PBU77iMzoKG59/z0AttWqYe7mRlpoKBbu7pQZNhzUaiKW5g1h9x8/AdcOHQgZ/x45qWmGeQayU1NQHrjVTIjH8ciNycaNG9O4cWPmz5/PypUrWbRoEe+88w56vZ4dO3bg6+uLnZ1dScb6nzjUq06TXXmVq+qcDwC49dtazg0t3d7QDg2qE5+Syg8b9xCTlEKlMp58/1Z/XP55jMfduERUqqJdwXi+ThUmv9qFX7Ye5POVf+Pn4cKckb2pU96vJLLA3T//xsLNmYpT3sTCw43kc5c53mO4YciSla+30RV+M62WilPHYh3gS05KGlHb9nF22PtkJyYb0mjsbak04x0sfTzJik/g3vodhH40DyU7u0TyAFC/WUdSkuL5a8X3JCXEUMa/EmM+/B77fybZiY+5h1qd18sYWLk2r439hI0rvmXjH9/g5lWWkRPm410279EBr437jA1/fMWvX08iLSUJZ1cvuvUdQ4v2r5RIHp6VffGg+D270Dg64f3aMMydXUi7eoUr48eRHZ87RFHr7mH0I1hlocVn2Ei0Xt7kpKeTeOwI4bOmk5Py8Oe3FrfIDVuxcHEicMIYtO6uJF8M5nTfUYbJRyx9vIziNtNqCZz4JlZ+ZchJTSNm1wEuvjGJ7KRko+06P9cEK19vIv4oudkq73tWylTq8QOY2Tng9GJ/NA5O6G6Gce/LqeQkJeTG5OJmaCQCxG9cgaIoOPfsj5mTC/rkRFKDjhP/Z965RBtQAe+Jnxj+d+mX+2zD5IM7iV44v9jzkHhgDxoHBzz6D0bj5ExG2DXCp75vmJTH3M3dqDxFrVgKioJH/6GYu7jm9jweP8K9pQuNtmtbux4W7p4lOotrfpGbtmHu4ky5995A6+ZK8qVgzgwYZZgIxtLHCyVfmVJrtQSOfxOrsmXISUsjdvcBLoz9oGC9aNEYqzLeJTqLa36NW7QjKTGBP//4mcT4WPzKVWTCR/MNz5CMiY5ElW9kSnxcNB++PcDw/5Z1y9iybhmVq9dl8uzcC2FxsVF8N2cKKUmJ2Dk4UqlqLT764hfsC5ko6nFFbdmGubMTAWNfx8LNlZTLIZwb+jpZsbnDd7Xenij56oVaa0G5cW9g6Zt7jIrbd5BL4z8kOzlvXySfv8iFN96h3Ltv4TdmJBm373Bl1udEbtxSInkAiP57O+ZOTvi/NRoL19x8nB+Rlw9LLy+j45Raq8X/rTew8v2nTO0/SPD7k8nJlw+tpwdV5nyCuaMjWXHxJJ4+w5k+A8mKNz00/nHF7tyJxtEJ3xEjMHdxIS00lOC3xxom5dF6PHies8B31CgsvX3ISU8n4fBhrn40zeg85/nyywBU+/Eno8+6NmM60Zs3l0g+xP9PKkX57zd/hISE8Msvv7B06VISEhJo164dGzdu/M/BbDav9O+JnmKds0JI37u8tMN4bFat+rLF2vSU+f9LXkgLZtf5jNIO47G0qWH5zOyLky2L/5EoT1L9fUfY4WH6cST/S9pFXnhmylTY4Kd7UqV/U27xX5zv0rq0w3hsNf7aw84yxTe8szS0vX2eEyEJpR3GY2tQyZE9Ff73H9PW+spZ9lWpXdphPJaWl4M42qjhvyd8yjU+dry0Q/hPDtYq+Ai9p0Xzs6dLO4Ri9VjPmaxUqRKff/45t2/fZvny//1GlBBCCCGEEEKIR/NYjcn7zMzM6NGjx2P1SgohhBBCCCGE+N9RpOdMCiGEEEIIIcTTTKV+9mZNfVoVS8+kEEIIIYQQQoj/X6QxKYQQQgghhBCiyGSYqxBCCCGEEOKZoTKT/rInRb5pIYQQQgghhBBFJo1JIYQQQgghhBBFJsNchRBCCCGEEM8MtZnM5vqkSM+kEEIIIYQQQogik8akEEIIIYQQQogik2GuQgghhBBCiGeGSi3DXJ8U6ZkUQgghhBBCCFFk0pgUQgghhBBCCFFkMsxVCCGEEEII8cyQ2VyfHOmZFEIIIYQQQghRZNKYFEIIIYQQQghRZDLMVQghhBBCCPHMUMkw1ydGeiaFEEIIIYQQQhSZNCaFEEIIIYQQQhSZDHMVQgghhBBCPDNUaukve1JUiqIopR2EEEIIIYQQQhSHU62blXYIhaq351Bph1CsnqqeyfS9y0s7hMdi1aovm80rlXYYj61zVggZa78q7TAem2XPsZzv0rq0w3gsNf7aQ9y5A6UdxmNzrtmCiHF9SzuMx+I9bzmpP31Y2mE8NpuRs4i9cLi0w3hsLtWb8u2W/+1roWNeUBH+WrfSDuOxBSzaSNi1a6UdxmMpFxjIpRfblHYYj63qul3EnT9Y2mE8Nucazbl49W5ph/FYqpX3Yv/F1NIO47E9V82mtEMQT7mnqjEphBBCCCGEEI9DpZbZXJ8UGVAshBBCCCGEEKLIpDEphBBCCCGEEKLIZJirEEIIIYQQ4pmhNpNhrk+K9EwKIYQQQgghhCgyaUwKIYQQQgghhCgyGeYqhBBCCCGEeGbIbK5PjvRMCiGEEEIIIYQoMmlMCiGEEEIIIYQoMhnmKoQQQgghhHhmqNTSX/akyDcthBBCCCGEEKLIpDEphBBCCCGEEKLIZJirEEIIIYQQ4pkhs7k+OdIzKYQQQgghhBCiyKQxKYQQQgghhBCiyGSYqxBCCCGEEOKZoTaTYa5PivRMCiGEEEIIIYQosv/ZnskVe46zZMchYhNTqFjGk/f7dKJGQJl/XW/rifNMXPgnrWpVYv7rfY3eC7sbzVdrd3Aq9AbZej3lvNz4clQvvJwdSygXj8a5eX3KvTsUh7rVsfR25+RLrxO5cVepxpTfiiPnWbI/iJiUNCp6ujCxWwtq+HqYTLvhVDBT1+w2WmahMePEzJGG/6es3sXG0yFGaZpW8OWH17oWf/D5OHfugVvP3micnMkIv0bET1+THhpcaHqXbi/h8kI3zN08yE5KJOnQPu4tWYCSlQVApV+WY+HhWWC92L/WE/HjVyWShzVbd7Ns4zbiEhIp7+fLO6/1pVqFcibT7j12iiVrt3D7XhTZOTn4enrQt2t7OrVsYpTu+u0Ivvv9T85cCiVHn0NAGW9mvzsaTzeXEskDgHWzdtg+3xUzOweyIm6SuHYxWTevmUzr8sYUtOWrFliecekMcQs+B8B73nKT6yZuXEbqnr+KL/AHrAy6ym8nQ4lNzaCimwMTWtehupdzoemTMzL59tBF9ly9Q2JGJl521rzXqhbNy3kBsPrsNVafDeNuUioA5VzsGdG4Cs0CvEosD3/+vYtlG/7OLVP+ZXln6KtULaxMHT3Jb2s3c/tuZG6Z8vKgT9eOdGrV1GT6z39awvrtexk7pC+9u7Qv1rgVReHY1m+4eGQ1uowkvPzr0vqVaTi6+T90vXMHl3F69y+kJcfg6l2Z53pOxtOvpuH9xJibHNz4ORFhp8jJzsSvcgtavjQZaztXAG5fPca67waZ3HavcavxKFvjP+fJ7vkXcOj4ImYOTmTeCid22c9khl8pNL19u27Yte6IxtkNfUoSqScPE7/mN5Ts3GOUZcVqOHR8EQv/QDSOLkR+M4u0M8f+c3yPatOmTaz580/i4+MpFxDA6NGjqVSpksm0f2/dyq5du7hx4wYA5cuXZ/CgQUbpv5w7l507dxqtV69ePT6eObPkMgE4deqOS49eaByd0V2/xt2F35BxJaTQ9M5deuLUsRvmru7kJCeSdHg/Ub8vNJwzADTOrrgPHI5t3YaoLbRk3rtDxDdfkHEttETysObv3SzbuDXvnDG0X+HnjKOnWLJ2c945w+v+OSOvfs/89he27D1stF6j2tWZP3lcicRfmL//Wsf6P1eQEB+Hf0B5ho16iwqVqphMu2PrX+zdvY2b18MBCCxfkVcHDS80/ZO05++VbFv/G4kJsfj6V6TvsAkEVKhuMu2dm9fYuOIHbly7TGz0XXoPeZe2XV99whGL/4/+JxuT205c4Ms12/iwXxdqBPiwbNdRXv/6dzZMH4OzvW2h692JiWfumu3ULV+2wHu3ouMY8sUiejSrw+iurbGx0nItIgqtpvS/IjMba5LOhXBr8Z/UX/NdaYdjZOu5K8zZfIjJPVpSw9eDZYfOMXrRX2x4ty8uttYm17HVWrDh3X6G/00NRGhWsSwzXn7e8L+FpmQ70R1atMZr2GgivptHWshlXLu/TMCMzwkZOZCcxISC6Vu2wXPwCG5/9Tlply+g9fGlzNvvA3B34fcAXB03yuihuVq/AMrN+pLEQ3tLJA87Dx3n6yWrmDCiP9XKl2Pl5p2MmzWfFV99jLODfYH09rY2DOrZGX8fTzQaDYdOnWPW97/i5GBH49q5J6vb96IYOeUzuj7fnGG9u2NjZUn4rQgsLMxLJA8AlrUb49BjAAmrfyHrxlVsWnbCZeREoj55F31KUoH0cb/ORWWWV0/VNna4vfcp6UFHDcvuTR1ltI62Sm0ce48g49zxEsvHtpBbzN13jg/a1KWGlzPLTl/hjbUHWDekA87WlgXSZ+XoGf3nAZyttXzepTHutlbcTUrDzjLvu3a3teKt5tUp62SLAmy6eINxGw6zvH9bAl0dij0POw8d4+vFKxg/ciDVKpRj5V87GDfzS5Z/80khZcqWQS91wc/HK7dMnQxi9ne/5JapOsaNqH3HTnEx9BquJXSx7vTuhZzdv5R2/T7F3qUMR//+ig0/DuPViZvRmGtNrhN6ZgsH1n9K61c+wtOvFkH7lrDxp2H0n/Q31nYuZOnSWP/jUFy9K/Pi64sBOPr312xaOJpeY1eiUqvx8q/Da9MPGG336N9fczv0CO6+pn8EPgqbBs1x6T2UmKXfowsLxb5dNzzfmc7tD0ajT04smL7Rczi9PJCYRV+juxqMuac3rkPHgqIQt3IRACqtlsxb4SQf3InHmA/+c2xFsW/fPn5esIA3x4yhUuXKrF+/nslTprDg559xdHQskP7cuXO0atmSKlWqYGFhwerVq/lw8mR+/OEHXF1dDenq16vHuHF5DRZz85I7RgHYN2uFx5BR3P1xPumhwbh07Ynf1M+4OmawyXOGfYvncR8wnIhvvyA9+CIW3mXwfmsCAJG//gCA2sYW/0++Iu18EDdnTiQnMRELLx9yUpNLJA+554yVTBgxILd+b97BuI/nseLrWYWfM17qku+ccZZZ3/2Kk4O94ZwB0Lh2dSa/8Zrhf3PzJ/s76uD+3fy64HtGjnmHipWq8Nf6NcyYMp5vfl6Ko6NTgfQXzgfR/Lk2VB5ZDXMLC9atWc70Ke/x1feLcXF1e6Kx53fi4DZW/TqX/iM/IKBiDXb+tYz5M95g5jfrsHcseFEyU5eBq4cP9Zq2Y9WiL0sh4qeLzOb65PxPDnNduvMIPZvXpUezOgR6uzP51S5YWpiz/vCZQtfJ0ev5YNFaRndtjY9bwYPJt+t30bx6Bca91J7KZb3wdXOmVa3KD22cPinR2/YTOm0+kRt2/nviJ2zpgbP0bFCVHvWrEOjhzOQeLbG00LD+ZOE9eioVuNpZG14udgUbnRYaM6M09lYFf3wXJ9cerxC/bTPxO7eiu3WDO9/NRa/LwLldJ5PpbapUI+3yBRL37SIrKpKUMydJ2L8bqwqVDWlykhLJTog3vOwbNkEXcYfU82dLJA/L/9pBtzYt6NK6OQG+3kwY0R+thQV/7T5oMn3dapVp1agu/mW8KePpTu/ObQn0K8PZ4KuGND8tX0fTOjUYM+AVKgWUpYynOy0a1Db5Q6O42LbqTNqR3aQf30d25B0SV/+CkpmJdaNWJtMraanokxMNL23FGihZOjLO5vWw5H9fn5yIZfV6ZF69RE5sVInlY9mpUF6sHkD36v6Uc7Hnw7Z1sdSYseHCdZPpN1wIJykjky+7NaW2jyveDjbU83WjopujIU3LQG+al/OirJMdfk52jGleHWtzDefvxpVIHlZs2k63ts/R5fkWBPj6MGHkQLRaC/7adcBk+rrVK9OyUb28MtWlPYF+ZTgXbNx7Fh0bz9yFy5g2diQaM7Nij1tRFIL2/UaD9qMoV6MNrt6VaNfvM1KTogg7X/hxNGjvYqo1eYWqjV7C2bM8rV+ZjsbCkkvH/gTgbvhpkuPu0K7fJ7h6V/pnu58SdesCt67kXrww01hgY+9meFnaOBJ+YRdVGvVEpfrvP27sO3Qnef92Ug7uIiviFrG/fY+SqcOuRVuT6S3LV0F35TKpx/aTHRtF+sUgUo8dQFuuoiFN+vnTxK9bRtrpoya3URLWrVtHp44dad++PX5ly/LmmDFotVq2b99uMv37EybQpUsXAgMD8fX1ZezYsej1eoLOGh9Hzc3NcXZ2Nrzs7OxKNB8u3V4mYccWEndvI/P2De7+OB+9Todjm44m01tXrkZ68AWSDuwmKzqS1LOnSDqwB6sKeT2srj37kB0TTcS3X5BxJYSsqHuknj1F1r27JZKH5Yb6ff+cMSC3fhd2zqj+4DmjXe4547Jx/bYw1+Di5GB42dvalEj8hdm0bjXtOnamTbtO+Jb1Z+SYd9BaWrJ7+xaT6ceNn0ynLj0ICKxAGV8/Xn9rPIpe4dzZ00807gft2LSMFu1epFmb7nj7lqP/yA+x0FpyaPcGk+kDKlTjlUHjaNi8A5oSvpgiRH7/c43JrOxsLt+MoFGVvGEYarWaRpXLcS7sdqHr/fTXPpztbHixed0C7+n1eg6cv4Kfhwujv1pK6/c+p/8nC9gddLlE8vCsyMrO4XJENI3L5w0vVqtVNA4sw7mb9wpdLy0zi46f/Ub7T5cw9rctXI0s+EP4ZNgdWn38K92+/IOP1+8jITWjRPIAoNJosCpfkZSgU3kLFYWUoNNYV65mcp3UyxexCqyIVcXcxqO5hxd29RuRfNL0EDGVRoNjq3bE7/i72OMHyMrKJiTsBg1q5g33VKvVNKhZhQuhYf+6vqIonDh/mZsR96hTpQKQWy8Onz6Hr7cHb388jxeGjmPopFnsO174RZvHZmaGeZkAdKEX8geH7soFzP0qPNImrBu1Iv3MEZRMncn31bYOWFatQ9qxPcURsUlZOXouRybQyM8973NVKhr5eXDubqzJdfZdu0sNLxc+3X2Gtj9u4pUl2/nl2GVy9IrJ9Dl6hW3Bt0jPzqGmd/EPOc7Kyibk2nXq18yrA7llqioXQq8+ZM1ciqJw8twlbkbco3bVvB/Mer2e6V//TL/uHSlX1qfY4wZIir1NWnI0vhXzht9prezw8KvJvetBJtfJyc4k6vZFo3VUajW+FZpw70aQIQ0qFWYaC0MajbkWlUrN3fBTD24SgPALu8lITaBqw57/PUNmGrR+5Um/lC92RSH90lm0gZVNrpJx9TIW/oFYBOTWG42bB1Y16pF2znScT0JWVhZXrl6ldu3ahmVqtZratWtzObjwC5D56XQ6cnJysLM1vtB77vx5+vTty7Dhw/nm229JSio4iqHYaDRYBlYkNX9jQ1FIPXca60oFh9wDpAVfxDKwIpb/NB7NPbywrdeQlFN5oyPsGjQl/WoIZcZPpeLiNQR8+SOO7V4okSzknTPyhnKq1Woa1KjKhRDTtxTkpygKJ/6p33WqVjR67/TFEF547W16v/UBn/+8lMTklGKPvzBZWVlcuxpCzdr1DMvUajU1a9cjJPjSI20jU6cjJye7xC9IPEx2VhY3rl2mSs1GhmVqtZoqNRtxLeRcqcUlhCn/aexBbGwsLi65P15u3brFggULSE9Pp1u3brRo0aJYA3xQfEoaOXoFFzvjE4mLvQ3X78WYXOfM1RusP3SalVNGmXw/LjmVNF0mi7Ye5I3uzzO2Z1sOX7zKuz+uZME7g6lf0b+4s/FMiE/LyN0XDwxndbGzIjw63uQ6/q6OTH+pNRU8XUnJ0LHkQBCDfljL2nF98HDI3adNK5alTbVy+Djbcys2kW+2H+P1xX+xdHRPzNTFf/3DzN4BlZkZ2QnGMWcnxKMtU3BINEDivl1o7B0o99nXqFQqVBoNsVs2EL16mcn09o2bY2ZrS/yurcUeP0BCcgo5en2BHkNnB3tu3Cm8YZ+Smka3kePJzM7GTK3ivWH9aVgrt/EQn5hMWoaOpev/ZkSfHrz+6kscDbrApDnf8+2096hbzfQ9To9DbWOPysyMnAeG7emTE7Fw9/7X9c3LBmLuXZaElT8Xmsa64XMoGRmknzvx2PEWJiFdR46iFBjO6myt5Xqc6R+5dxJTOXErik6Vy/L1i825lZDCp7vOkK1XGNkk7wfqlehEBq/YTWa2HisLDV92bUI5l+LvKU5ITs4tU44PlimHfy1T3Ue8Q2bWP2Vq+ABDmQL4ff0WzMzM6NW5XbHHfF9acjQA1rbGjWxrW1dSk02fJ9JT41H0OVjbPbCOnSvxUbn3Unn618bcwopDm+bQpPM4UBQO//Ulij6H1KRok9u9dOxPylZujq1jwfunH5WZ3T/1IinBaHlOUgLmXqYb5KnH9mNmZ4/3pE+B3GNU0p6/Sdy8+j/H8biSkpLQ6/U4ORmPDnJydOT2rVuPtI1Fv/6Ks7MzderUMSyrV68ezZo2xcPDg7t377J4yRKmTJ3K3C+/xKwEer41dv+cMxJNnDN8fE2uk3RgNxp7BwJmfQX/nDPitm4k5s8/DGnMPbxw6tiNuI1riFnzB5blK+E5dAxKdjaJe0z33P5Xhvr94DnD0Z4bdwrvCc09Z7yXV7/znTMgd4hrq0b18HJ35U5kFD/+sZZxs+azYNYHmJmVfP9FclIier0exweGgTo6OnHn1s1H2sZvv/6Ek7OrUYP0SUtJTkCvzykwnNXe0Zl7d66XTlD/Y1Ql8HtRmFakxuT58+fp2rUrt27dokKFCqxYsYKOHTuSmpqKWq1m3rx5rFmzhh49ejx0OzqdDp3OuNdAqzV9D8vjSs3Q8eGidUwd0A2nQoZa6JXcK/+talViQNvcyUcq+3px9tot1uw/KY3JYlTLz5Nafp5G/784dzmrj11kTPvcK3CdauX1QFXwdKGilwudv1jGybAIGpX/90mWngSbGrVw6/UqET/MJy3kMlpvH7yGj8G9zwCiViwtkN6p/QsknzpGdpzpXqnSYm1lyZIvppKeoePkhct8vWQlPh6u1K1W2VAvWtSvTd9/JkepGFCW8yHXWL9jX4k0Jh+XdaNWZEXcLHSyHgCrhi1JO30IsrMKTVMa9IqCs7WWye3qYaZWUdXDieiUdH47GWrUmPR3tmN5/3akZGaxK/Q2U7edYGGvViXSoPwvrK0sWTJnOmkZOk6ev8TXi1fg7eFO3eqVCb52nVWbd/DrFx891pDPB4Wc2sSeVdMM/3cd/mOxbTs/K1tnOg2az5410zl7YCkqlZqKdTrjVqYqKlXBHy4pCfe4GXyQjoPmlUg8D2NZqToOnV8hZumP6MJCMffwwqXvcHK69iZh08onHk9xWLVqFfv27ePzzz7DwiKvd7hVy5aGvwMCAggICOC1oUM5d/48dfL1gpYm62q1cH2pH3d//pr00MtYeHnjOfQNsl/pT8zq3wFQqVSkXwslatkvAGSEX0Vb1h+nDl2LvTH5X+WeM6blnjPO3z9nuFG3em4PebvmeT1p5f3KUN7Pl5ffmMjpi8FGI2eeVmtXLePQ/t3M+HQ+FhYl87tUiGdNkRqTEyZMoEaNGixbtoylS5fSpUsXOnfuzIIFCwB48803+fTTT/+1MfnJJ58wffp0o2XTpk3j/Vb//uPUydYaM7WK2AeGTcQmpeLqUPD+xlvRcUTEJjD2u7yrf/d/JNcbPZ31M97E08kejVpNoJfxjdYBnm6cufZoV7L+P3KytszdFylpRstjk9NxNXEfpCnmZmZU9nbjVmzBCSTuK+PsgJONJTdjE0ukMZmTlIiSk4PmgRvzNY5OZMebvhfNo/9rJOzeTvw/92DoboSj1lriM+Zdolb+Dkre0ERzNw9sa9XlxuxpJrdVHBztbDFTq4lLNO71iktMwsWx8IlZ1Go1vl65M+9WDCjL9dt3+W3d39StVjl3m2ZmBPga9wj6l/HibHDhM0g+Dn1qEkpOTu4srvnjtHMo0CvzIJWFFqs6TUneWnjPi0W5Sph7+BD/29fFE3AhHK20mKlUxKUZD8+OS9PhYmP6/l9XG0s0ZmrM8k0aEOBsR0xqBlk5esz/uapvbqamrFPusa6qhxMXI+P54/QVJrcr3qvojnZ2uWUq4cEylVigtzI/tVpNmXxl6sbtCH5b+xd1q1fm7OVQ4hOT6TnyPUP6HL2eb5asYOVf21n745z/FGtAtdZ4vJc342pOdiYAaSmx2DjkDTVOS4nBzdv0DI1WNk6o1GakJRtf8ElLjsHaPm+il7KVmzNo8g7SU+JRm5mhtbLnl6nNcXAp2CN16fhaLG0cCaj+fIH3iiIn+Z96Ye9otNzM3tHkZC8ATi++SsrhPaQc2AFA1p0bqCwscR30Bgl/rTI6Rj0p9vb2qNVq4uONe/TiExJwci58lmOANX/+yarVq5k9axYBAQEPTevl5YW9vT13IyJKpDGZnfzPOcPBxDkjwfQ5w73fEBL27SBh5z/njJvhqC2t8Bo9jpg1y0BRyIqPQ3frhtF6mbdvYt/kuWLPg6F+P3jOSCjiOePOXX5bt8XQmHyQj4cbjva23L4X9UQak3b2DqjVahIe2A8JCfE4Oj28jK3/cwVr1/zBR7O+xD8gsCTD/Fe2do6o1WYkPZCPpIQ47B1LbiZ1If6LIvUBnzhxglmzZtGsWTPmzJlDREQEr7/+Omq1GrVazZtvvknwI9z3MGnSJBITE41ekyZNeqQYzDUaqpT15vjlcMMyvV7P8eAwapYr2NAI8HRlzdTRrJw8yvBqWbMSDSoGsHLyKDyd7DHXaKjq7831SOMfETeiYvFyLv4ZEp8V5hozqni7cezaHcMyvV7h2LXb1Cz7aEO6cvR6rkTG4mpX+A36kYkpJKRl4PaIDdSiUrKzSb8aik2tfPfTqlTY1qpLWvBFk+uotZYFfowper1h3fyc2nUkOzGB5BNHijXu/MzNNVQq58fJ83n3+er1ek6eD6Z6RdPTvJuiVxQy/5mm3txcQ5VAf24+MKTxZkQknq4ldDLLySHrdjgWFfPNeqlSoa1QjawbD2/AWtZqhEqjIe2k6ckjAKwbtSbzVhjZESV7kcjcTE0VD0eO38yb4EevKBy/GUVNL9PfXS0fF24lpBgudgHciE/B1cbS0JA0Ra8oZOXoiy/4f5iba6gU6M+p83n3Gen1ek6eu0z1iuUfeTt6RSErOxuAji2b8tvcGSz+crrh5ersSL9unZg35d3/HKuFpS2Obn6Gl7Nneazt3LgVmlfnMjNSiLxxDk//2ia3YaaxwL1MNW7nW0fR67l15SiefgXXsbJ1Qmtlz60rR0lLiSWgemuj9xVF4fKxtVSu3x0zs8ecDCMnG92Nq1hWqZW3TKXCqkpNdNdMn3NVFtqCDUblfjkpnVkOzc3NqVC+vNHkOXq9nqCgIKpUNt0YAVi9ejXLly9n5syZVKxYsdB090XHxJCcnIzzvzRQ/7PsbDKuhWJTM2+oLSoVNjXqkBZi+r48lVYLD9z/rOTkGNYFSA++UGCYrIV3GbKiI4sv9n8Ufs64TPVKj96Q0uv1ZGZlF/p+VGwcicmpuDo5Pk64j8zc3JzA8pU4F5R3P6ter+dc0CkqVS68MbtuzXLWrFjKlBmfU75C4WXxSdGYm+MXWIXL+WYc1+v1XD53nMBKNR+yprhPpVY9ta9nTZF6JuPi4vD0zG0k2NraYmNjY3Tvg5OTE8nJ/z6FtVarNTmsNf0R4xjQtglTFq+jqr831f1zHw2SnplF96a5B/bJv67F3dGet15si9bcnPI+xs88tPvnPqb8ywe3b8aEBaupW8GPBpX8OXzxKvvPhbDw3cGPGFXJMbOxxibf40ysA8pgX6symXGJZNwqmVneHtWAFrWYsno31XzcqO7rzu+HzpGemU2PerkH4w9X7cTd3oaxHXOHD/+46wQ1fT0o6+pAcnomi/ef4W58Mj0b5PYWpOmy+HHXCdpWL4eLnTW3Y5OY9/cRfJ0daFrR9P2LxSFm/WrKjJtI+pVQ0kMv49L9ZdSWlsTvzL3Hscw7k8iKjSZyyUIAko4fxrXHK6SHXckd5urlg0f/10g6fgT0+X7Yq1Q4te1I/K5txstLQN8u7Zj53SIqB/pRrXwAKzbvJEOno0vrZgBM/+YX3Jwdef3VlwBYsm4LVcr54ePpTlZWFofPnGfr/qNMGJ73XKpXu3VgyryfqF21InWrVeJo0EUOnTrLdx+NL7F8pOzdjFO/0WTdCjM8GkRloSXt2D4AHPuNJicxnuTNK4zWs27cmozzJ1HSTE/2oNJaYVmrEUkbTd/XWtxerVeRaVtPUNXDiWqezvxx+grpWdl0q+YPwJS/j+Nua8WbLXIfmfFKrUBWBV3jiz1B9KlTnpvxKSw6HkyfOnkNt28OnKdpgCdedtakZmazNfgmp25F891LJXOvep+u7fn4m4VUDvSnaoVyrPxre26Zer45ADO+XoCbsyOj+78CwG9r/6JyYAA+Hm5kZWdz+PQ5tu47wvgRAwBwsLPF4YH73TVmZrg4OeDnU3zPylSpVNRuOZCTO37E0c0fe2cfjv79NTb27pSrkTf76brvB1OuRltqtegPQO1Wg9n5x0Tcfavj4VeToH1LyM5Mp2qjvMlzLh37E2ePQKxsnbl7PYgD62ZRu+UgnNyNL9rcvnKUpLjbVG38SrHkKWnbBlyHvU3m9avownMfDaLSWpJ8MPeZw67D3iYnPo74P38DIO3sCRzadyfzZhi6sFA07l449XiVtLPHDY1KldYSc/e8713j6oGFbwA5qcnkxJm+t/Rxvfjii3w5dy4VKlSgUsWKrN+wAZ1OR7t2uffQzpkzBxcXF4YMGQLAqtWrWbp0Ke9PmICHuztxcbk9NVZWVlhZWZGens6yP/6gWbNmODs5EXH3LosWLcLby4u69UrunrfYjWvwfut90q+Fkn4lGJcuL6G2tCRh1zYAvN96n+y4GKJ+zx2ymnLiCM7dXiYj/Oo/w1x9cO83JPci4z/nhthNfxLwyde4vtSPxEN7sapQGaf2nYn4oWSGSfft2p6Z3/5C5UB/0+eMrxfi5uKUd85Yu5kqgf5554zT988ZufUnLT2DX1ZvpHXjerg4OnD7XhTf/b6GMp7uNKptejK7ktD1xVf4Zu4nlK9QiQoVq7Bpwxp0GRk8/8/s7F99ORsXF1f6Dx4BwNrVf7Di918ZN2Ey7u6exP9zO4qllRVWViVzEftRtOv6Kou+mYZ/+aoEVKjGzk1/kKlLp9nz3QD45aspOLm407P/m0DupD0Rt3Mn3MvOziI+Loqb4SFYWlrh7lVyv5+EKPIEPA/e51Kc9708qg4NqhOfksoPG/cQk5RCpTKefP9Wf1z+eYzH3bjEIsf1fJ0qTH61C79sPcjnK//Gz8OFOSN7U6e8X0lkoUgc6lWnya68+/Cqzsl9Htit39Zybuij9eiWlI41KxCfksH3O48Tk5xGJS9Xvh/SxfC4j3sJKajz7YvkdB0z1u0lJjkNeystVX3cWDK6J4EeuVeQ1WoVofdi2Xg6hOQMHe52NjSp4Msb7RpioSn+iRTuSzywB42DAx79B6NxciYj7BrhU983TMpj7uZu1BiMWrEUFAWP/kMxd3HN7Xk8foR7Sxcabde2dj0s3D1LbBbX/No2a0h8UgoLV24gNiGJCv6+zPvwbZz/GbIUGRNrtC8yMnR8sXAZUbHxaC3M8fPx4qM3h9K2WUNDmlaN6jJhxAB+W7eFuYuW4+ftyez3RlOryqPNrPpfZAQdJdHWHruOL2Nm70jWnRvE/vQp+pTcodBmTq4FelzM3LzQlqtM7A+zC92uVd0moFKRfvpQicWeX4dKvsSn6fjh8CVi0zKo5ObAtz2bG4a53ktOM9ofnnbWfNuzBV/uPUvv33bgbmtF3zrlGdwg7yp5XJqOqVtPEJOaga2FORXcHPjupRY09vMo8PnFoW2zRiQkJrNgxXriEhKpEFCWuZPfKbRMpWfomPPzb0TFxaO1sMDPx5NpY4fTtlmjwj6ixNR9fhhZmensWTUVXXoSXgH16DZygdEzJhNjbpKRmjfksmKdF0hPiePY1m9ITYrGzacK3UYuwNoub5hrfNR1jmyeR0ZaIvbO3tRvN4raLQcX+PxLx9bg5V8HZ49HHxnwMKknDqK2c8CpRz/MHJzQ3Qojct5H6P8Z/q1xdjPq+UrYtBIUBacX+2Pm5Iw+OYm0s8eJ//N3Qxqtf3m83s+rMy59hwGQfHAXMYu+Kpa4H9SyZUsSk5L4felS4uLjCSxXjpkzZhguTEdFRxtNnLF582ays7OZNdu4br/arx/9+/dHrVYTHh7Ozp07SU1NxdnZmbp16zJwwAAsSvDxCEmH9mJm74Bbn8FonJzQhV/j5oyJ5CTmO2fkO05Fr/4dRVFw7zcEjbMrOUkJJJ88amhsAmRcDeHWZ9Nw7z8U114DyIq6y71F35O0f1eJ5CH3nJHMwhXr850zxuWr33Go8/WiZOh0fLHg93/qtzl+3l589NYwwzlDrVZz7cZt/t57mOS0NFydHGlUqxoj+vQo0X3xoObPPU9SYgLLf/+VhPg4AsqVZ8qMzw3DXGOiI42OW9u2bCA7O4svHrgVpVe/QfR5dcgTi/tBDZp3IDkpng3LfyApIRbfgEqMnfKtYZhrXMw9o7qSEB/NzHf7Gv7fvmEp2zcspWK1eoyfueCJxy/+/1ApyqPfOKFWq+nUqZOhV3HTpk08//zz2NjkDlHU6XRs3bqVnPtDN4oofe/y/7Te08KqVV82mz99k5IUVeesEDLWlswPiSfJsudYzndp/e8Jn2I1/tpD3DnTz/T7X+JcswUR4/r+e8KnmPe85aT+9GFph/HYbEbOIvbC4dIO47G5VG/Kt1ue/H1/xWnMCyrCX+tW2mE8toBFGwm79u+Pk3ialQsM5NKLbUo7jMdWdd0u4s4XPtT/f4VzjeZcvFq6I68eV7XyXuy/mFraYTy256o92eeEFpeQ3h1KO4RCVVq5rbRDKFZF6pkcNGiQ0f/9+/cvkGbgwIGPF5EQQgghhBBCiKdekRqTv/76a0nFIYQQQgghhBDif0iR75kUQgghhBBCiKfVszhr6tOqSI8GEUIIIYQQQgghQBqTQgghhBBCCCH+A2lMCiGEEEIIIYQoMrlnUgghhBBCCPHMyP8MTlGy5JsWQgghhBBCCFFk0pgUQgghhBBCCFFkMsxVCCGEEEII8cxQm8mjQZ4U6ZkUQgghhBBCCFFk0pgUQgghhBBCCFFkMsxVCCGEEEII8cxQqWWY65MiPZNCCCGEEEIIIYpMGpNCCCGEEEIIIYpMhrkKIYQQQgghnhkqtfSXPSnyTQshhBBCCCHEU+i7777D398fS0tLGjVqxPHjxx+afv78+VSqVAkrKyt8fX0ZN24cGRkZJRafNCaFEEIIIYQQ4imzcuVK3nnnHaZNm8bp06epVasWHTp0ICoqymT6P/74g4kTJzJt2jQuX77ML7/8wsqVK/nggw9KLEZpTAohhBBCCCGeGSq16ql9FcXcuXMZPnw4Q4YMoWrVqvz4449YW1uzaNEik+kPHz5Ms2bN6NevH/7+/rRv356+ffv+a2/m45DGpBBCCCGEEEI8RTIzMzl16hRt27Y1LFOr1bRt25YjR46YXKdp06acOnXK0HgMCwtjy5YtvPDCCyUWp0zAI4QQQgghhBBPgE6nQ6fTGS3TarVotVqjZTExMeTk5ODh4WG03MPDg+DgYJPb7tevHzExMTRv3hxFUcjOzmbUqFElOsxVpSiKUmJbF0IIIYQQQogn6MaIHqUdQqF+9a7N9OnTjZZNmzaNjz76yGhZREQEPj4+HD58mCZNmhiWT5gwgX379nHs2LEC2967dy99+vTh448/plGjRly9epWxY8cyfPhwpkyZUiL5eap6JrdYVy7tEB7LC2nBZKz9qrTDeGyWPcey2bxSaYfx2DpnhXD+amRph/FYapT3YIdH9dIO47G1i7zA/up1SjuMx/LchTNsta9S2mE8to5Jl9lZpkZph/HY2t4+z73x/Us7jMfi+cXvHGvSqLTDeGyNjhzjYK26pR3GY2l+9jTXwsJKO4zHFliu3P/8voDc/fG/XjcaHTnGuRdalXYYj63mlr2lHcIzZ9KkSbzzzjtGyx7slQRwdXXFzMyMyEjj37KRkZF4enqa3PaUKVMYMGAAw4YNA6BGjRqkpqYyYsQIPvzwQ9Ql8MgUuWdSCCGEEEIIIZ4ArVaLvb290ctUY9LCwoJ69eqxa9cuwzK9Xs+uXbuMeirzS0tLK9BgNDMzA6CkBqM+VT2TQgghhBBCCPE4VCXQA1ca3nnnHQYNGkT9+vVp2LAh8+fPJzU1lSFDhgAwcOBAfHx8+OSTTwDo2rUrc+fOpU6dOoZhrlOmTKFr166GRmVxk8akEEIIIYQQQjxlevfuTXR0NFOnTuXevXvUrl2brVu3GibluXnzplFP5OTJk1GpVEyePJk7d+7g5uZG165dmTVrVonFKI1JIYQQQgghhHgKjRkzhjFjxph8b+/evUb/azQapk2bxrRp055AZP985hP7JCGEEEIIIYQoYSq1qrRD+H/j2RhQLIQQQgghhBDiiZLGpBBCCCGEEEKIIpNhrkIIIYQQQohnxrMym+v/AvmmhRBCCCGEEEIUmTQmhRBCCCGEEEIUmQxzFUIIIYQQQjw7VDKb65MiPZNCCCGEEEIIIYpMGpNCCCGEEEIIIYpMhrkKIYQQQgghnhkqtQxzfVKkZ1IIIYQQQgghRJFJY1IIIYQQQgghRJHJMFchhBBCCCHEM0Ollv6yJ0W+aSGEEEIIIYQQRfY/2zPpN7IfAW8PRevhSvL5YC6++zGJJ8+bTKvSaAgcPwKfV3tg6e1Bamg4wVPmELPjoCGNma0NFae+hWe3tli4uZB09jKXxs8i8dSFEs3HiiPnWbI/iJiUNCp6ujCxWwtq+HqYTLvhVDBT1+w2WmahMePEzJGG/6es3sXG0yFGaZpW8OWH17oWf/BF5Ny8PuXeHYpD3epYertz8qXXidy4q7TDMvj7r7Vs/HMFCfFx+AUEMnTUWCpUqmoy7a0b4az4/RfCroYSHXWPwcPH0KVHL6M06WlprPh9IccOHyApMR7/chV4beRblK9YpcTyUGZIH/xfH4KFuyspl0II/mA2SWdMl2GVRkPAW8Pw6t0drac7adeuc2XmXGL3HDKkaX5iG1ZlfQqse2vRcoInzSqxfHj16YXvkEFYuLqQEhLKtdmfkXzhYqH58B32Gh7du6B1dyft+g3C535F/KHDJtP7Dh1CwLi3uL10GWGfzSmxPACUHd6PgLdew8LDleQLwVweP4vEU4Ufp8q9OwKfft3RenmQeiWc0GlfErMz/3HKmgqTx+LRpS0Wbs4knbvM5fdnk3S65I5TZQb1wW/UYCzcXEm5HELIlE9ICiq8TPmPGYbXy91yy1TYda7Onkfs3rwy1ezIVqx8TZSpxSsImVxyZcq6aVtsWnZGbedA1t2bJK//jaxbYSbTOo/6EIvAgvU043IQCYtyy4xD7xFY1X/O6H1dyDniF35e/MH/w+Oll/F69VXMnV1Iu3qF63O/JPXSJZNpVWZmeA8ajGunF7BwcyP95k1uff8tiUePGtJ4DxyEU8tWWPn5odfpSD5/nlvff0vGzZsllgcAr9698Bk0EAtXF1JDQ7n26eekPKR+lxk6BPeuufU7/foNwud/TcJh0/W7zGuD8R/7Fnd+/4PwL0q2fm/atIk/16whPj6egHLlGD16NJUqVTKZduvff7Nr1y5u3LgBQPny5Rk0eLBR+rlffsnOnTuN1qtXrx4zP/64xPLwrOyLZ6FuuHTpgdtLfdA4OZMRfpU7P3xNemhwoeldu7+MS+dumLt5kJ2USOLBfdxbvAAlKxOAyr+uwMLDs8B6MX+tI+L7r0osH+L/n//JxqTXS52o/OlELr71EQknzuI/ZhANNyxkX+1OZEbHFUhfcdpYfPp24/wbU0gJCcOtXXPqrfiWI8/3JensZQBqfD8Tu6oVCBr6Prq7Ufj07UbDv35lf73O6CKiSiQfW89dYc7mQ0zu0ZIavh4sO3SO0Yv+YsO7fXGxtTa5jq3Wgg3v9jP8b2quqmYVyzLj5ecN/1tono4OaDMba5LOhXBr8Z/UX/NdaYdj5ND+XSxZ8B0jxrxLhUpV2bx+NR9PeY+vf16Gg6NTgfQ6XQYent40ad6axQu+MbnNH77+jJs3wnnrvQ9xcnZl/57tzPjwHeb98Bsurm7FngeP7h2pNH0ClyfMIPH0OcqOGEDdFT9xqFlXsmIK1ovAiW/i9XIXLr/7EalXw3Fp1Yxav37FiS79Sb6QewI71rGP0VAR2yoVqLd6IZGbthd7/Pe5dWxP4IR3uTJjFsnnLuAzoB/Vf/qek117kBUXXyC9/5uv496lM6EfzSQ9PBynZk2p+tWXBPUfTGqw8YUV2+pV8XrlJVJCQkss/vs8e3ai8uz3ufj2RyScPIf/6wOpv3YBB+q9QKaJ/VFhyli8e3flwltTSQ0Nw7VNc+os+4aj7fqRfC73OFX9m4+xrVqBcyPeR3cvCu/eXWmwYREHG3ZBd7f4j1MeXTtQcep4Lk+aSdKZc/gOG0Cd33/icMuuZMWaKFMT3sSzZ2cuT5hO2tVwnFs2pebC+ZzsPoDki7ll6njnvqjM8pWpShWou2IBUZu3FXv891nWaoRd11dJ+vNXMm9exaZFR5yGvU/M5+PRpyYVSB+/ZD4qTd7pUW1ti8u42ejOHTNKpws+S+Kqnw3/K9lZJZYH5zZtKfvWWMI//4zUixfx7N2HyvO+4myfXmTHF6wXZUaOwrVjR8I++YSMG9dxaNSYip9+xsURw0kLzS3/dnXqEPnnGlIvX0JlpqHMqNFUnv815/r1QZ+RUSL5cO3QnoD33uHqx7NJPn8en1dfpfoP33Gq+4sm67ffmNdx6/wCV6fPJC38Ok5Nm1Bl3hzODRpSsH5Xq4rnyy+R+gTq9759+1jw88+MefNNKleqxPr165kyeTI/L1iAo6NjgfTnzp2jZatWVKlSBQsLC1avXs3kDz/khx9/xNXV1ZCuXv36jBs3zvC/ubl5ieXhWdkXz0LdcHiuNV7DX+fOt3NJC76Ma4+XCZj5BSEjBpCTmFAgvWOrNngOGcHt+Z+ReukiWp8y+L4zEVC4u+B7AK6MHYnKzMywjqVfAOVmf0nigX3FHv/TSGZzfXKejlZGEQW8NZhbv67m9tK1pARf48Kb08hJz6DMwJdMpvfp151rX/xE9Lb9pF+/zc0FK4jetp+At4YAoLbU4tmjPcGT5xB/6CRpYTe5Mutb0sJu4je8b4nlY+mBs/RsUJUe9asQ6OHM5B4tsbTQsP5k4VeiVCpwtbM2vFzsCjY6LTRmRmnsrSxLLA9FEb1tP6HT5hO5Yee/J37CNq1bRduOXXi+3Qv4lvVnxJh30Vpasnv7ZpPpy1eswsChr9O8ZRvMzS0KvK/T6Th6aD8DhoymavXaeHmXoferr+Hp5cP2LetLJA9+owZy+/c1RKxYT2poGJfHzyAnPQOfvi+aTO/9SlfCv1pAzK4DpN+4ze0lK4nZdQC/0YMNabJi48mMjjW8XNu1JC38JvGHT5RIHgB8Bvbn7pq1RK7fSFpYGFdmzEKfkYHniz1Mpnfv2oWbC34h/sBBMm7f4e7K1cQdOESZwQOM0qmtrKj86WxCP5pJdlLBBkRx8x8ziFtLVnNn2TpSQ65x8e2PcvfHgJ4m03v36UbYlz8Tsz33OHXrlxVEb99PwJuDc+O31OLRvR2hU+cQfzj3OHX1k+9IC7tJ2WElc5wqO2Igd5b/yd1V60m9EkbwxBnkZKTj3cd0mfLq2YXr3ywkdvcB0m/e5s7SVcTuPkDZkYMMabLiHihTbZ8j7fpN4o+cLJE8AFg/14m0Y3tIP7mfnKgIktb+ipKlw6phS5PplfRU9MmJhpdFheooWZlknD1unC47yyidkp5WYnnw6tuXqI0biNn8F+nXwwn//FP0ugzcupgedeLasRMRS5aQeOQwuogIotatJeHwEbz65l2MDBn3NjFbNpMeHk7a1SuEfTwDrZcXNpUrl1g+fAa8yr2164jasJH0sHCufjyLnIwMPHp0N5nerXNnbi9cRPzBQ+ju3OHe6jXEHzyEz8CC9bvSJ7O4Mv3J1O9169bRsVMn2rdvT1k/P8a8+SZarZbt201faJvw/vt06dKFwMBAfH19GTt2LHq9nrNBQUbpzM3NcXZ2Nrzs7OxKLA/Pyr54FuqG24uvELd1M/E7tqK7dYM7385F0WXg3P4Fk+mtq1Qn9dJ5EvbuIivqHilnTpKwbxfW+UY+5SQlkh0fZ3jZNWyCLuIOqeeDSiQP4v+vIjUmd+/eTdWqVUkycXBITEykWrVqHDhwoNiCM0Vlbo59nWrE7sk3rEJRiNl9BKdGtU2uo7awICdDZ7QsJz0Dp6b1crep0aDWaNCbStOkXrHGf19Wdg6XI6JpXL5MXpxqFY0Dy3Du5r1C10vLzKLjZ7/R/tMljP1tC1cjC/YOnAy7Q6uPf6Xbl3/w8fp9JKSWzBXmZ0VWVhZhV0OpWbu+YZlaraZG7XqEBJse7vNv9Dk56PU5mFsYNzQttFouXzI9zPFxqMw12NWsStyBvGE6KApx+4/iUL+W6XUsLNDrMo3jztDh2LBOoZ/h9VIX7ixfV2xxF/gMjQa7qlVIOJqvB0hRSDh6DLtaNU2uo7YwR8l8IB+6DBzqGOejwuRJxO0/YLztEqIyN8e+djVi9xzJW6goxO49gmPD2ibXUWsLHqf0GRk4Nb5/nDJDrdEUkqZuscYP/5SpGibK1IGjONYtpExpLdDrHjiOZuhwbFB4mfLs2YWIFSVXpjAzw9wngMwr+eqyopB55SLmfuUfaRNWDVuREXQEJcs4bxaBVXCb9h2u47/AvudgVNa2xRm5gUqjwaZSZZJO5GvMKgqJJ05gV72G6XUsLNBnPlBWdBnY1TK97wDMbHPjL6kGgEqjwbZKIfW7ZuH1u2A+dNjXrm20LPCDicTtP0jiMeMGf0nIysri6pUr1M4Xg1qtpnbt2gRfvvxI29DpdOTk5GD7QGPx/Llz9O3Th+HDhvHtN9+Y/L1VHJ6VffEs1A2VRoNV+UqkBJ3KW6goJAedwrqy6Vtt0i5fwLp8Jawq5jZuLTy9sKvfmKQTR02mV2k0OLVuR9z2LcUevxBFakzOnz+f4cOHY29vX+A9BwcHRo4cydy5c4stOFMsXJ1QazToImONluuiYtB6uJpcJ2bnQQLeHIx1oB+oVLg+3xTP7u3QeuYONcxJSSX+6BnKT3wdrZc7qNV49+mKU6PahjTFLT4tgxy9UmA4q4udFTHJpq9u+7s6Mv2l1swf8AKze7VFrygM+mEtkYkphjRNK5bl41fasGBYN97u2JhT4RG8vvgvcvT6EsnHsyA5KRG9PqfAcFZHR2cS4gs21h+FlbU1FStXY82KJcTFxpCTk8P+3dsJDb5IQlzsv2+giCycc+tFZrTxtjOjY9G6m64XsXsP4TdyINYBZUGlwvm5Jri/0Aath+ky796pDRoHO+6uWF/c4RuYOzmh0mjIfGAIZWZsLBauLibXiT90BJ+B/bEsm5sPxyaNcG3zPBZuefl269QB2yqVCZ9vekhycbNwcTS5P3RRsYUfp3YdxH9M3nHKpXVTPLrmP06lEX/sDOUnjM5dplbj1bsrjg1L5jhlXliZionFwt30vojbd5iywwdidb9MtWiCe6c2aN1Nx+fWoQ0aezsiVm8o9vjvU9vYoTIzQ5+SaLQ8JyURtZ3Dv65v7lsOcy9f0o/vNVquCz5H4oqfiP/pE5K3rMCiXBWcho7PHT5SzDSOjqg0GrLijOtFVlwc5i7OJtdJPHYUzz790JbxBZUK+wYNcWrVGnMX0+UPlQq/t8eRfPYs6WGm7yV9XOZO/+TjgfqdFRtXeP0+fATvAf2xLJubD8fGjXB5vrVR/Xbt2B7bKpW5/vWTqd9JSUno9XqcnB44Zzg5EWdiWKUpvy5ahLOzM3XyXfSqV68e7773HrM/+YQhr73G+fPnmTplCjk5OcUaPzw7++JZqBtm9g6ozMzIfuD3RnZCPObOpvOQsHcX935fROAX31Bj404qL1pO6vkgolctM5nevklzzGxtid+5tdjjf1qp1Oqn9vWsKVKOzp49S8eOHQt9v3379pw6darQ9+/T6XQkJSUZvXQPXM0uTpfGzyL12g1aBm2hY+J5qs6dwu2layFfA+vs0AmgUtHm2n46JpzD//UBRKzabJSmtNXy86Rr3cpU9nalfjkf5vbviJONJauP5V1x71SrAq2qBlDB04Xnq5Xjm0EvcPF2FCfDIkox8v+f3npvMigKIwb2pG+PtmzZtIZmz7VBVQI/Nv+LkMmfkhZ+g6aHNtHm9hkqf/IBESvWoxRS5r379SR290F0kdFPONKHu/bpF6TfuEmDTWtpceY45T+YSOT6jYZ8aD09CJw4nuCJHxbowXyaXJ4wm7Rr12lxcjPtY89Rdc5kbi9bZ7Q/zo14H1QqWofup33MWfxG9efums2F7rMnLWTqp6SF36Tp3o08H36aSh9PImLlBhTFdHw+fV4kds9BMp+yMpWfVcNWZN29WWCynoyzR9FdOk32vdvoLp4iftEcLMoGYhFouifhSbsxby4Zt25Ra8VKGu4/iP+77xGz+S8oZF/4vzce63LluDpl8hOO9OHCPv+CjBs3qbd+Lc1OHqPcpPeJ3LDJUOYtPDwoN2E8IZMmP9X1O79Vq1axb98+pkydikW+0SstW7WicePGBAQE0LRpUz6aPp3Q0FDOnztXitHmeVb2xbNQN2xq1Ma9V38ivp/PlbeGc33mZOwaNMa97wCT6Z3bv0DyyWNkl8DFbCGKNAFPZGTkQ28G12g0REf/+4+CTz75hOnTpxstmzZtGg0fIYbMmHj02dloPYyvnGndXdFFxhS6zuneY1BrLTB3cUQXEUWlme+SFn7LkCYt/BbHOgzAzNoKjb0tunvR1P5tLmnXb5nc5uNysrbETK0iNsW4FzI2OR1XE/dBmmJuZkZlbzduxSYWmqaMswNONpbcjE2kUb4htSKPnb0DarUZiQnGV5QTEuJwdDJ9VfBReHr5MOOzb8jISCc9LRUnZ1fmfjoND0/vxw25gMy43Hph4WZcLyzcXNBFma4XWbHxnB08NrdeODmiuxdF+cnjSL9xu0BayzJeuDzXmLOvvV3ssRvFFB+Pkp2NxQNXlC1cXMiMMX0SzIqP59LYd1BZWGDu6EBmVDQB494i4/YdAGyrVsHCxYW6q/4wrKPSaHCoVxefvr05ULdRsV80yoxNMLk/tO4uhR6nsmLjOdPvzdz94eyI7m4UFae/S9r1vP2RHn6L4y8MzD1O2dmii4ym1q9zjdIUl6zCypSrC5lRheyLuHjODXugTH1QSJny8cK5RWPODR9nYkvFR5+ajJKTg9rWuBfSzNYBfXLhx04AlbkWy1qNSdn+579+Tk5cNPqUJMxcPeDqfxseX5jshASU7OwCvRTmzs4mJ0K6v86ViRNQWVigcXAgKzoa39ffIONOwQuLfu++h2Oz5lwePZLM6JKZcA4gK/6ffDxQv81dnAut39nxCVwe965R/fZ/+y0y7hjX7zor8npkVBoN9vXq4t2nF4caNC72+m1vb49arSb+gV7IhPh4nJ0KTtiW359r1rB61SpmzZ5NQEDAQ9N6eXlhb29PxN271K5jeqj4f/Ws7ItnoW7kJCWi5OSgeeD3hsbRqUCP632eA14jYfd24rblzuuQcT0ctaUVZd58l6gVv4OiGNKau3tgW7seN2ZNLZH4hShSz6SPjw8XLhQ+Bf25c+fw8vL61+1MmjSJxMREo9ekSZMeKQYlK4ukMxdxadUkb6FKhUvrxsQfC3rounpdJrqIKFQaDZ492hO5eXeBNDlp6ejuRaNxtMetbXMi/yqYpjiYa8yo4u3GsWt38uLTKxy7dpuaZQtO5WxKjl7PlchYXO1sCk0TmZhCQloGbo/YQP3/yNzcnHLlK3I+3/0Ker2e80GnqVS52mNv39LSCidnV1KSkwk6fYIGjZs/9jYfpGRlk3zuEs4tGuUtVKlwbtGIxJNnH7quXpeJ7l5uvfDo0o7obXsKpPHu8yKZMXHE7Nhf3KEbUbKzSb50GcdGxvlwbNSQ5LMPvzqvZGaSGRWNSqPBtV0bYvfsBSDh6HFO9niZUy/3MbySL1wkavMWTr3cp0RGHyhZWSQFXcSlVWOjfLi0bEzC8aCHrqvXZaK7+8/+6N6OqM0FH5+Tk5aOLjL3OOXappnJNI9Lycom+fwlnJs/UKaaNybh9KOXKfcX2hK93USZ6t0jt0ztKtkyRU4OWXfCsSifry6rVFiUr0bWjasPXdWyVkNUGg3ppw89NB2A2sEZlbUt+qSExwy4ICU7m9SQYOzrN8hbqFLhUL8ByRcefg+2kplJVnQ0KjMznFu3Jv6A8fft9+57OLdsyeUxb6C7e7fYYzeKJTublMuXcWyU79Lx/fr9L71v+eu3S5s2xO3JnZEy8dhxTr/0Cmd69zW8ki9cJHrL35zp3bdE6re5uTnlK1QwmjxHr9cTFBRE5SqFP/pp9erVLF++nJkzZ1KxYsV//ZyY6GiSk5NxLmSo4+N4VvbFs1A3lOxs0q+GYFsr373vKhW2teuRFlzI40202oIjPvQ5hnXzc27XiezEBJKOm76f8lmlUque2tezpkg9ky+88AJTpkyhY8eOWFoazxCanp7OtGnT6NKly79uR6vVotVqixZpPuFfL6bmgk9JPH2BhJPnCBgzCI21Ve7QVaDmgk/RRUQRMi33/k2HBjWx9PYg6exlLL09qPDhGFRqNWFzFxq26dq2OaggNTQcm0A/Ks8eT0poGLd/W/uf4/w3A1rUYsrq3VTzcaO6rzu/HzpHemY2Perl3lD94aqduNvbMLZjbsP5x10nqOnrQVlXB5LTM1m8/wx345Pp2SD35JWmy+LHXSdoW70cLnbW3I5NYt7fR/B1dqBpxbIllo9HZWZjjU35vDisA8pgX6symXGJZNwq2R8x/6bri734du4nBFaoRPmKVdi8YTW6jHRat8udSe3rL2fh4uLKq4Nzn+mZlZXF7ZvXAcjOziIuNobwa1ewtLLCyzu3Bzjo1HEURcG7jC/37t5h6S8/4FOmrGGbxe3Gj79R7etZJAVdJOnMBcqO6I+ZtRUR/9zjWO2b2ejuRXF11nwA7OvWwNLTg+SLwWg93Sk3/nVQq7j+7SLjDatUePfpQcSqDSglcO/Og+789juVZs0g5eIlki5coEz/fqitrLi3Pve+ukqzZ6KLiuL6P/c/2tWojoWHO6nBIVi4u+P3+khQqbm1aDEAOWlppF29ZvQZOenpZCUkFlhenK5/u4QaP35C4pkLJJ48j//ruT2Kd37PnWymxk+foouIJHT6PAAc6tfE0suDpPOXsfTyoPykN1Cp1IR/9Ythm65tmoFKReqVcKzL+VFp5nukXgk3bLO43fz5N6rOm0XS2YskBp2n7LABmFlZcXflegCqzZ9Fxr0orn2a+8wy+zo10Hq6k3IxJLdMvTMaVGpu/PCr8YZVKrx69eDumo1PpEyl7f8bh94jybodTtata9i06IjKQkv6idwfwQ59RpKTGE/K36uM1rNq0IqMi6dQ0lKMlqsstNi260nG+ePokxMxc/HArnMfcmIj0YWUzJDEu8uXEzhlKqnBl0m5eAnPPn1QW1oS/ddfAJSbOo2s6Ghu/ZD7WACbqtWwcHMj7UooFm7u+AwbBio1d39fatim/3vjcWnfgdD3x6NPSzX07mSnpqKU0K0nd5Yuo+LM6aRcvETyhYt49++HmZUVkes3AlDx4xnooqK48fW3ANjWqI7W3Z2U4BC07u6UHT0SlVrF7cWLAdP1W/8E6veLL77I3C+/pEKFClSsVIkN69ej0+lo164dAHPmzMHFxYUhQ3JnjV+9ahVLly5lwvvv4+7hQdw/PU5WVlZYWVmRnp7OH8uW0axZM5ycnbkbEcGiRYvw8vamXt3in2ALnp198SzUjeh1q/F9ZxLpV0JIC72Ma/eXUWstid/xNwC+704iKzaGe4sXAJB8/AiuL75C+rWrpIVcQuvtg8eAoSQdP2zcaFepcGrXkfid2/Iam0IUsyI1JidPnszatWupWLEiY8aMMTxsNzg4mO+++46cnBw+/PDDEgk0v7t//o2FmzMVp7yJhYcbyecuc7zHcMPQKytfb9DndfGbabVUnDoW6wBfclLSiNq2j7PD3ic7MdmQRmNvS6UZ72Dp40lWfAL31u8g9KN5KNnZJZaPjjUrEJ+Swfc7jxOTnEYlL1e+H9LF8LiPewkpqPNdYUpO1zFj3V5iktOwt9JS1ceNJaN7EuiRe5BTq1WE3otl4+kQkjN0uNvZ0KSCL2+0a4iFxsxkDE+SQ73qNNmVd7CuOucDAG79tpZzQx+tZ7qkNHuuDUmJCaz4fREJ8XH4lyvPhzPmGIa5xkRHGu2L+LgYxr811PD/xrUr2Lh2BVVr1GbGp18DkJaWwrLFPxMbE42tnR2Nm7Wk78DhaDRFqnaPLHLDVixcnAicMAatuyvJF4M53XeUYQIVSx8vo5OMmVZL4MQ3sfIrQ05qGjG7DnDxjUlkJyUbbdf5uSZY+XoT8UcJzriZT/TW7Zg7OeE3ZjQWri6kBIdwYdQbhiFLWi9Po3sE1Vot/m++gVUZH3LS0og7cIiQSVPISU4p7COeiHtr/8bC1YkKH7yF1sOVpPOXOfnSCMP+sCpjvD/UWi0VpryFlb8vOalpRG/fz7kRDx6n7Kj40TgsvT3JjE8kcuN2rsyYX2LHqchN2zB3cabce2+gdXMl+VIwZwaMMgyDs/TxQsl3rFVrtQSOfxOrsmXISUsjdvcBLoz9oGCZatEYqzLeJTuLaz4ZZ4+htrHHrsNLqO0cyIq4QfzCz9Gn5M7MaOboajQsDMDMzQuLcpWI+/nTAttT9Ho0Xr441m+O2tIGfVI8utDzpGxbAzklsy/idu3E3MmRMsNGYP5/7N13eFPVG8Dxb9I06d67hbYUyh6CbBRBUDYIypAtKjIE3OAAUXGi4h44GCIgQ0BBUPbeG0rLKFAo3XskTZP8/gimhKZobUOB3/t5njzay7k377n33Jx77jn3XF9fCk7HceqZSZZJOzSBgdeVJzXVRj+FJiQEQ2EhWbt2cnb66xjySs6LwH4PA1Dvy6+tvuvsm2+Qtsb2a5EqKm2d+fyuPtZ8fufHxnJ87HjLcD5N0HXnt1pN+LixOF09vzO37yDulVer/Pxu3749OdnZzP/pJzIzMqgRFcUbb75pmZQnNSXFqs5YvXo1xcXFvD1jhtV2Hh08mCFDhqBUKomPj2f9+vXk5+fj4+ND06ZNGTpsWKlZwSvLnXIs7oRzI3vrJlQeXgQOHYnK2wftuTPET32R4quP3zj6B1r91iYvnI/JZCJo2Cgcff2u9jzuJGnu91bbdWvSDHVAEBl/ySyuwn4UJtN1Neg/uHDhAmPGjGHdunX8vapCoeDBBx/kiy+++MdnAG5kjYv93m11M3QrOIV2+SdVHUaFOfWdyGrH2lUdRoV118dy7ExyVYdRIQ1rBvJXYIOqDqPCOicfZ2uDyn3m52a79/gh1nqUPYTtdtElJ4b1YbanzL+ddLp0jKQXhlR1GBUS9MFP7Gnd8p8T3uJa7trD9sb26T27WdodOchZO81iezNF1ahx2x8LMB+P2/3caLlrD0e73VfVYVRYozWbqzqE/yRlyrCqDqFMAe/Mq+oQKlW5u0jCw8NZs2YNmZmZnDlzBpPJRK1atUpNkS2EEEIIIYQQ4s71n8fbeXt707x5839OKIQQQgghhBDijmOfh7eEEEIIIYQQoiooy/XCClEBsqeFEEIIIYQQQpSbNCaFEEIIIYQQQpSbDHMVQgghhBBC3DEU17yaR9iX9EwKIYQQQgghhCg3aUwKIYQQQgghhCg3GeYqhBBCCCGEuGMoZDbXm0b2tBBCCCGEEEKIcpPGpBBCCCGEEEKIcpNhrkIIIYQQQog7hkIps7neLNIzKYQQQgghhBCi3KQxKYQQQgghhBCi3GSYqxBCCCGEEOLOIbO53jSyp4UQQgghhBBClJs0JoUQQgghhBBClJsMcxVCCCGEEELcMWQ215tHeiaFEEIIIYQQQpSbNCaFEEIIIYQQQpSbwmQymao6CCGEEEIIIYSoDJkzxlR1CGXyfuWrqg6hUt1Sz0xuOKat6hAq5P6GThzr0aGqw6iwhr9v4tiZ5KoOo8Ia1gxktWPtqg6jQrrrY5m3paqjqLhh7UH715yqDqNCnDqP4FLc8aoOo8LCohvw46aqjqLiRnaAdj1v75Nj+2/t0S77uKrDqDCnfs/w9mJDVYdRIS8PcGBL3SZVHUaFtY85zPytVR1FxQ29F17+XlfVYVTI26M0jHoztarDqLDvX/Ov6hDELU6GuQohhBBCCCGEKLdbqmdSCCGEEEIIISpEZnO9aaRnUgghhBBCCCFEuUljUgghhBBCCCFEuckwVyGEEEIIIcQdQ6GU/rKbRfa0EEIIIYQQQohyk8akEEIIIYQQQohyk2GuQgghhBBCiDuGQmZzvWmkZ1IIIYQQQgghRLlJY1IIIYQQQgghRLnJMFchhBBCCCHEnUMh/WU3i+xpIYQQQgghhBDlJo1JIYQQQgghhBDlJsNchRBCCCGEEHcMmc315pGeSSGEEEIIIYQQ5SaNSSGEEEIIIYQQ5SbDXIUQQgghhBB3DqX0l90ssqeFEEIIIYQQQpTbbdszueWPRfy1ai45WWmEhUfTf9RkImo1LDP9wZ1/8tuiL0hPTSQguDp9hkyiQdN7LP+uLSxg5YJZHNm7ify8bHwDQrmv6yDufbC/XfPh070P/n0HoPL2QRt/lsRvPqUw7lSZ6X179cO3Wy8c/QMpzskmZ8cWkubOxqTXA1D7+4WoA4NKrZf++woSv/7ELnn44/flrFq2iKzMDMIjoxj11ERq1a5nM23ChXgW/fQ9587EkZqSxIgnxtOjj/U+LiwoYNFP37Fn5zZysjOJqFGLx0ZPoGZ0XbvEXx4+7e6mxnOj8GzaAKeQAPb3G0vyqg1VFo/JZGLrqk85tG0JusIcwqKa0nXw6/gERtxwvf2bFrD7z+/Jy04lMKwODwx6jdDIRpZ/XzN/KvExO8nLTkGtcSE06i469n0ev+AoS5rE80fZtPxDrlw4gUKhICSiER37vUBgtToVzteiLQeYu2EPaTl5RIcGMPmRB2gYEfKP6/2x/yST56ykQ6NazHryYcvy9Jx8Zq3cxK6YeHILtTStWY3JjzxAeIBPhWO9kRWr/+CX5SvJyMwiKjKCp0ePok50LZtpV6/7iz83buH8hYsARNeswahhg63SZ2RmMXvOfA4cPkJeXj6NGtRj/OhRhIX88775t0wmE9t++5Qj281lKjSqKQ8O+ucydWDzAvb8+T35OakEhNWh84DXCLmmTC34cCgJp/dardPkngF0GfxGqW0V5mXyw1u9yc1KZtJH+3By8aiUvNkyanAEPR8Iwt1VxbGYHGZ+eZpLVwrLTP/YoHAeezTCatmFSwUMHrPPbjH+bdGu48zddpi0vEKig3yZ3LMtDasF2ky78sAppi7bbLVMrXJg3xtPWP5+belGVh2Ms0rTplY1vhrZvdJjv969DRQ0qaFA4wiX0mDtASOZeWWnr+YPrWorCfIBd2cFS7cbiLtcOp2vO3RorKS6v7ljIi0Hlu8wklNQ+XkIeXQA1R4bjtrPl7xTcZyZ8R65x47bTKtQqaj+5GME9u6JJjCAgvjznPvwEzK377SkCR/3FBHjn7Jar+BcPPu6P1RpMZtMJras+pTD25agLcghrGZTuv3LOmPXuqt1RrU6PHhdnbH67zojy1xnhEXdRcd+1nWGJU95mcyebj6/n/+k8s7vTk0duLu2A85quJBsYuXOYtJzTGWmb9/IgfoRSvw9FegNcDHFyNp9BtKyS9ZpXltJ4ygHQnwVOKkVvDFfh7aoUsItU+/2Ltx7lxMuTkrOJOiZ/0ceKRmGMtPf18yJ+5o54+dl7h9KTDWwamsBx8+WBHrvXU60bKAhPFiFs0bJ+PfTKNSVvW+EKI/bsmdy/461LJs7k+6PjGbK+4sIjajNZ2+NITc73Wb6s6cO88OsybS5/yGmfLCYxs078M37k0i8eNqSZtncmZw8vJMRE95m6qxf6dh9ML98/y5H9222Wz487+lA8ONjSFk4lzMTn0Qbf5bIN97HwdPLdvr29xM04kmSF84jbsxwLn/6AZ73dCBoeMnFwZlnniJmSF/L59wrzwGQvcM++dixdQNzZ3/BI4+O4P1PvyMisiZvvfY82VmZNtPrdFoCg0IYPGI0Xt62L+S/+vQ9jhzaz4TnX+HDL+bQuGlz3njlWdLTUu2Sh/JwcHUh52gsxydMr+pQANi1bjb7Ns6n65DXGTHlFxw1ziz8ZBTFel2Z65zct4b1S97hnh7jGPXqrwRUq8OiT0aRn1Ny/gSF16fniHcYPX0NAyd+DyYTC2eNwmg0V2hF2nwWffIEHj4hjJzyC8Ne/Bm1kysLPxmFoVhfoTytPXCSmb9uYHTXdix66TFqhwYy5ovFpOfm33C9y+lZfLRiI02jqlktN5lMTPp2KZfSspg1uh+LJz9GsI8noz9bSIHOflcFm7bt4Ovv5jBsUH++nvUBUZHhvDT1TTKzsm2mP3LsBB3vbceHb0/nsw/ext/PjxenvkFqerolH1NnvMeV5GTeeGUy33wykwB/f154dTqFWm2lxb3nz9kc2DSfBx99nWEv/YKj2pnFn924TMXsX8PGpe/Qrsc4Rr78KwFhdVj8mXWZAmjcrj/j39tu+XTo+6LN7a2Z/wr+obUrLU9lGdyvGg/3CGXml6d58vlDFGoNfPRGQ9SON54F8NyFfHoN3Wn5jH3pkN1jXXv0DDPX7GT0/XezaFw/agf7MubH1aTnld3wddOo2TBlmOWz9oXBpdK0ja5mlea9gZ3smQ0AWtVRcHctBX/sNzJnvRG9AQa2V+JwgysSRwdIyTKx7oCxzDRerjD0fiXpOSYWbDLy3VojO04YKS77Ovw/8+/6AFEvPcf5L77hQL9B5MXG0XD2lzj6eNtMHzFxHMH9H+bMjPfY16MviYuXUv+zj3Cra13O80+fYec991s+hwaPrNS4d62dzb4N5jpj5Mu/oFY78/OsG5/fJ/at4a9f3uGenuN4/LVfCQyrw8JZ1ud38NU646k31jBo0veYMPHzNXXGtX6f+woBYZV7ft/byIHW9RxYuaOYr1bpKSo2MfJBR1QOZa8TGaxkd4yBr37T88NaPUoljOziiOM13SyOKgVxl4xsPmKHQmRD1zbOdGrhzPw1ecz4IROd3sSzj3reMB+ZOUaWbcznje+yePO7LGLOF/H0AA9C/EtWUjsqOH62iNXb7XBX5RalUChu2c+d5rZsTG78bT5tO/Wldcc+BFeLYtCTr6LWOLFz4wqb6TetWUC9Jm3o3HsEwWE16DloPNUi67L5j0WWNOdiD9OyfU+iGzTHNyCUdp0fJjQimvNnbN9lrAx+fR4hc91qMtevRZdwgctffIRRp8Wnc1eb6V3r1qcg5jjZWzagT0km79B+srZuxLlWSU+QISeb4qxMy8ejRWt0iZfJP3bELnn47ddf6NSlBx07d6Na9QieHP8cGicnNv652mb6mtF1GTZqLO3a34+jo7rUv+t0Onbv2MrQkWOo16AJwSFhDBj8GEHBofy5ZoVd8lAeqeu2EjdtFskr11d1KJhMJvaun0e77mOo3aQTgWF16DXyfXKzUog9VHZ8e/76kSbt+tO4bT/8Q2rSbfB0VGonjuxYZknT9N4BVI9ujpdfGMHh9WnfZxI5mVfITjN3BaQlnaMwP4v2vSbgG1QD/5Ba3NNjHPk5aWRnJFYoX/M37qVvm8b0ad2IqGA/Xh3YBSe1ihW7jpa5jsFo5OW5qxjT7R7C/Lys/u1CSgZHzyfyysAHaRAeQkSgL68O6IJWX8zaAycrFOuNLF3xG90e7ESXTh2JqF6NSWNHo9FoWPuX7Z7sl5+fRO/uXahZI5Lq1cJ47ukxmIwmDh05BsClxCvExMYxacyT1ImuSbWwUCaNfZKioiI2btleKTGbTCb2bZhHm65jiG7SiYCwOvQY+T55WSnEHS67TO1d/yON2/anUZt++IXUpMuj03F0dOLozmVW6RzVTrh5+ls+Gme3Uts6uOVntAW5tOj8WKXk6UYe6RXKvF8usH1POmfP5/PWx6fw9dFwTyu/G65nMJjIyNJbPtk5xXaPdf72o/RtXpc+zeoQFejDq73vNZ8XB8oeyaJQgJ+7i+Xj6+5SKo3awcEqjYezxp7ZAKBFtIIdJ02cToTUbPhtjxF3Z6gdWvZF1rkk2HLcZLM38m/3NVJw9oqJTUdNJGdBVj6cToSCsttJ/1nY8KFcWbKc5F9XUnD2HKdffwujVktQ3z420wf26s7Fb78nY+t2tJcuc2XREjK2bidsxDCrdKZiA/q0dMunOCur0mI2mUzs3XBdnfHYv6sz7rqnP03+rjOGTMdR7cTh6+qM8GvqjPv6TCIn4wpZadYH7MBm8/nd6oHKPb/b1Hdg02EDMReNJGWaWLKlGHcXqBde9mXunHV6Dp42kpJlIinDxLKtxXi7KQj1KymHO08Y2HrUQEJK2TcxKlOnFs78vq2Aw3FFXEox8P3KXLzclTStU/Z5eeR0EcfOFJGSYSA5w8CvmwrQFZmoEepoSbN+byF/7Czk3GX7/1aJ/z/lbkwajUZ++OEHevToQYMGDWjYsCG9evVi3rx5mEz27zIv1uu5eC6G2o1aWZYplUrqNGxFfKzti834uKPUuSY9QL0mbYiPK0lfo3YTju7fQlZ6MiaTidjje0lJvEDdxq3tkg+FSoVzzWjyDh8oWWgykXf4IC516ttcJz/mBM5R0ThHmxuPjoHBuN/dktz9e8r8Dq/7OpP51x+VHj+AXq/n3Jk4GjW527JMqVTSsEkzYk+d+E/bNBoMGI0GHNXWDU21RkPMyWMVivdOk5V2ifycVCLqtrEsc3JxJzSyMZfP2e4pMRQXceXiCSKvWUehVBJZtw2XylinSFfA0R3L8fILw8PHPITaNygSZ1cvDm9fiqG4CH2RlsM7luIXHIWXb+h/zpO+2EBMQhKtakdalimVClrVjuBofNlXkd/8sR1vN1f6tmlsc5sAGlXJ7WalUoFa5cChs5f+c6w3otfriTtzlqaNS4aBKZVKmjZpxMnYuBusWUKnK6LYYMDdzc2yTQD1NeeGUqnE0dGR4ydjKiXubFtlytmdkH8oU0kXT1ito1AqiajbptQ6J/b+xifPteS7N3qw+dcP0RdZ96qlJZ5hx+ov6THyPRQK+97rDAl0ws9Hw77DJaMo8gsMnIzLoUGdGw+7CwtxZsWcVvwyuwVTn6tDoL99G2D6YgMxiam0qhlmWaZUKmgVFcbRi8llrldQpKfL+z/xwHvzmTh/LWeSM0ql2R+fyH0z5tDro4W8tWIrWQWV18tti5cruDkriE8uuV7Q6SExHUJv3Ib/R1HBCjJyYeC9Sib2VjK8k5Lo//5zVCaFowr3+nXJ3HVN3WsykblrDx5NGtlcR6lWY9RZt2qNWh2eze6yWuYcXp1WW/6kxZ+/U+f9t9EEl35s5b/KSrtEXnaq1e+/k4s7oTUal/n7bygu4sqF0nVGRN02XD5bdp1x5Gqd4elTEn9q4hm2/f4lvR97D0UlTo7i7Q4eLgrOJpY0+HR6uJRqonrAv+8F0lxtexXa4ebDv+HnpcTL3YGT8SUjZgp1Js5d1hMV+u+eSlMooEV9DWpHBWcvVWyUkBD/VrmemTSZTPTq1Ys1a9bQuHFjGjZsiMlkIiYmhhEjRrB8+XJWrFhhp1DN8nIzMRoNeHj6Wi139/Il+XK8zXVystJw97ouvacvOVlplr/7j5rMz1+/wcujH0DpoEKpUPDoU9OoVa9Z5WcCcPDwROHgQPF1w0GLszLRhFW3uU72lg2oPDyp8d6n5q5ylYr0NStJXbLAZnqPVu1wcHMjc8PaSo8fIDcnG6PRgKeX9bAeLy8fLidc/E/bdHZxIbpOfZYumktYtXA8vbzZsWUDcadOEBRsh6uC21h+jnnYr6u7ddl29fAlLyfN1ioU5GViMhpw9bhuHXdf0q+cs1q2f/MCNi6biV5XgG9gJI9O+hEHlbkho3FyY8jz81n65Ti2r/4SAJ+AcAZN+h6lw39/FDszrwCD0VSqB8XXw5X4ZNvD2A+eTeDXXUf5ZbLtO90RQb4Ee3vw6arNvDaoC85qNfM37SU5K5fU7Bs8pFUB2Tm5GI1GvL29rJZ7e3mScOkGXSvXmD1nPr4+3jS7enFaPSyUAH8/vpv7E8+MfwonjYalK38nNS2djEzbw8rLK+/vMmWjfOT/lzKVVFKm6rfogYdPCG5eAaReimXzrzPJSI6n71OfA1CsL2Ll98/Sod8LePqEkJWaUCl5KouPt7ksZ2ZZX3BlZhVZ/s2Wk3G5vD3rFBcvF+LrrWbkoHC+eLcJQ8fvp7DQPkPhMgu05vPCzdlqua+bM/GpWTbXifD3Ynrf+6gV5Euetoi5248w/OsVLJ/Un0BP8w2KNrWqc3/9GoR6u5OQkcNn6/Yyds5q5j/1EA52mgnR1cn83/zr2qz5WpPl3/7rdjWOClrXhS3HTGw8aiIqSEG/tkoWbDJysRKfknD08kahUqFPt/5N0qen4xIZYXOdjO27CBsxlOz9Bym8mIB365b4de6IwqFkKGLu0WOcenkqhfHnUfv7ET7uKZr89AP7ez6MoaDiwxPzsm9wfmeX7/x287A+v8H8XOWGv+uMoEgefaakzijWF/Hr7Ge5/+EX8PQNITOt8s5vd2dzgzGv0LpDI6/QhJvzv2tMKoAerVScTzKSnFk1zxJ6upnPuZx86+/PyTfi4Xbj8zE0wIGXR3rjqAJdkYkvluRwJe3mDM29ZclsrjdNua765syZw9atW9mwYQMdOnSw+reNGzfSp08f5s2bx7Bhw8rYgplOp0N33R06jcb+Q2tuZPOahcSfPspTkz/Bxy+EMzEHWPzd23j5+Jfq1awqrg0b499/MIlfzaIgNgZNSCjBT4wnYOBQUhbNL5Xe+4Fu5B7YQ3GG7YvwW9WE51/ly1nv8uSwviiVDtSoWYu2997PuTOxVR1alTq+ZxVrfppm+XvA+G/s+n0NWvSiRt225GWnsvvP71n+7SSGv7QQlaMGfZGW1XNfIaxmU/o88SEmo5Hdf/7A4s9GM/LlpTiqK3BVWA75Wh2vzPuNaYO64u1WeggfgKODAx890ZfXF6zhnhdn4aBU0LJ2BO3q1eBWnX5g4ZLlbNq2gw/fnm7piVSpVEx/+UVmfvolfQYNR6lU0qxJI1o0u4v/OijkxJ5VrP25pEw9Ms5+ZarJPQMs/x8QWhtXT38WzRpBZupFvP2rs2XFh/gFR9GgZW+7fH/n9gG8MC7a8veLb/y3kQ67D5T07p09n8/JuByWft+Kju38Wf1XUoXjrCyNqwfRuHpJr1Dj8EAe+ngxS/aeZHznFgB0bVzT8u+1gnyJDvKl+8yf2X8ukZbX9IJWRP1wBV2blVzQ/7LNPsMF//6G05dN7IsznxApWSZC/RTcFaXgYmrVnu1n336f6Dem0nz1r2AyUZhwiaRfVxHUt6S8Z2zbYfn//LjT5Bw9TqsNa/Dv+gBJy1aU+zuP7bauMwY+bec6o2UvatRrS+7fdcY3kxgx2VxnbFpuPr8btqr4+d04SkmftiWXr/P+rHgPXK82KgK9lXzzu51n17lGywYahnV3t/z9yULbz9P/G0lpBqZ/m4GzRkmzehpG9XLnvXlZ0qAUN0W5GpMLFy7k5ZdfLtWQBOjYsSOTJ09mwYIF/9iYfOedd5g+3XoCk2nTpnFPv8n/GIObuzdKpQM51022k5uVjoeX7TEyHl5+5GZdlz67JH2RTsuqhZ/y5Asf07DZvQCERURz6Xws61fNtUtj0pCTjclgQHVdr57Ky5vizNJDkQAChzxG1sY/yfxzDQC6C/EoNU6Ejn+OlMU/ce0VpaN/IG6Nm3Lh7Wk2t1UZ3D08USodSk22k5WVUebkOv9GUHAob7z3GVptIYUF+Xj7+PHRu9MIDKq8GStvR7Uad+TxyJJhnIZic6WXn5uOu1eAZXl+TnqZM6q6uHmjUDqUmhglPzcdV0/r88fJxR0nF3d8AiMIrdGYDye1IPbQX9Rv0YMTe38jO/0yIyYvtgxX6vP4TD6c1IK4wxuo3+K/zQbp7eaCg1JBeq71Xfj0nHz8PEo/X5eQlkViejYTvlliWWa8eh40nfAuK18bTTV/b+pVD+aXKaPILdSiLzbi4+7C4A/mUL968H+K8594erijVCrJzMyyWp6ZlY3Pdb2V1/tl+UoWLvuVD96cRtR1vRzRNaP49tMPycvPp7i4GC9PT8Y9N5nomqVnTPw3ajbuyGPXlKniv8tUTjpunteUqdx0AsL+Q5nyKHvcYsjV781MuYC3f3UuxO4m9XIcpw6uMye4ehw/eb4Vbbo+xT09J5Q/g9fYvjedk3H7LX+rHc3l1tvLkfTMkgtIby81Z879+x7rvHwDCYkFhAU7/3Pi/8jbxcl8Xlw32U56XiF+Np6DtMXRwYE6IX4kpOeUmSbMxwNvFycupufQsmaZycrl9GUTieklddPfk+y4Oln3Tro6KUjO+u8NvoIiMBhNpF2XvfQcE2H+CqjEW0f6rExMxcU4+lr31jn6+lKUZruHT5+ZyYmnn0GhVuPo5UVRSgqRz01Ee4ORCobcXArOX8S5erUy09xIdJOOhNa4ps7Ql5zfVnVGbvnrjLycdNw8yq4zwmo0ZubEFpw6+BcNWvbg/KndpFyOY8YB6/P7w2da0a7bU7Tv/e/P75iLRhJSSs5ZlYP5VoKbs4Lca3on3ZwVXMn455sXPVurqF1NyezVRXaZ9bcsR+KKmH655HpPpTLnw8NVwbWDZjxclSQk3fhZR4MRUjKNgJELScVEBqssE/kIYW/l6gM+evQoXbp0KfPfu3btypEj/zzRy5QpU8jOzrb6TJky5V/FoHJ0pHqNusQeK3lWwWg0EntsD5G1bT+rEBndiFPHrJ8rjDmym8hoc3qDoRhDcTHK657RUSqVGI32uYtqKi6m8Ewcro2blixUKHBr3JSCMp43VGqcuL4LwvR3fNfNDuXduQvF2Vnk7ttVqXFfy9HRkRo1ozl2zXOfRqORY4cPUruM5z7Lw8nJGW8fP/Jyczl8cB/NW7Wr8DZvZxonN3wCwi0fv+CauHr4cz6m5BjrCvO4HH+E0Bp32dyGg0pNcPX6nD9Vso7JaOR8zC7CylgHzMXOZDJZGhv6Ii0olFblTnH1b5Ppv58zjioH6lYLYk/secsyo9HEnrgLNIosPcw5MtCXpS8/zuLJoyyf+xrWonmtcBZPHkWQt/Wzb+7OTvi4u3AhJYOTF5O4r5Ht13RUlKOjI9E1ozh0tKT3y2g0cujIUerVji5zvUXLVvDT4qW8+/pr1K5V9tW8m6srXp6eXEpMJO7MWdq2bP6f4tQ4ueEdEG75WMrUKesylfgPZSrIRpm6cGpXmesApCSYn/N08/QH4KHRn/HYqyt57JUVPPbKCroOfQuAIc8voGn70rOQlldhoYHLV7SWT/zFAtIydNzduOSGnouzA/WiPTh+quwG1/WcnZSEBjlbNUgrm6PKgboh/uw5U9LwMBpN7Dl7mUbVbb8a5HoGo5HTSRk3bHwmZ+eRVajF3+PfNVD/jaJiyMwr+aTlmIcfRgSW/HaoVRDiC5dtt8P+FaMRrmSAj7v1ch93RalhgxVl0heTeyIG71YtShYqFHi3akHO4bInCgMwFRVRlJKCQqXCv/P9pG/YXGZapYszztXCKEr9bzumVJ0RUhM3z9Ln9+VzR8r8/XdQqQkOr098TOk6IzTqH+oMTJabnv3GfMYT01byxNQVPDF1Bd2Hm8/v4S8u4O4O5Tu/i/SQkVvySckykVNgIiqk5BpO4whh/gouptz42PdsraJeuJLv/9Df8NU09qAtMpGSabR8ElMNZOUaqBtZMszeSa2gRqgjZ8s5cY5CYZ6J9v+ZQqm4ZT93mnL1TGZkZBAYWHbFFRgYSOa/eHZHo9GUMaz13z3437HnUOZ9/hrhUfUJr9mATat/QqcrpHWHPgDM+fQVvHwD6DN4IgAdug3m42mjWL9qLg2a3cv+7Wu5eO4Eg596DQBnFzdq1bub5fM/wlGtwcc/mNMnD7Bny+/0G/78v4rpv0hbsYSwZyZTeDqOwrgYfHs/jNLJicz15mccw56dgj49leS53wGQs3cnfn0eofDcafMw1+BQAoc8Rs7eXeaa9G8KBd6dupC5YZ31cjvo+VB/Pv/oHaJq1aZmdF1Wr1yCTltIh87dAPj0wxn4+voxeMRowDyJyKWL5wEoLtaTkZ5G/NnTODk7ExxiHlZ1+MBeTCYTIWHVSLpymfnff0VoWHXLNquSg6sLrjVLnml1iQzDo3EdijKy0SZcuamxKBQKWnQaxo41X+ETEI6XXxhbVn6Cu1cAte8qmd5/wUfDiW7SmeYdhwDQsvNIVv34EsHhDQiJbMTe9XPRFxXSqG1fADJTEzi5fw016rXFxc2H3Kwkdv7xLY5qJ2o2aA9AZN02bFj6Pmt/nk7zjkMxmYzs/ONblEoHwmu3rFC+hnZswWvzf6d+9SAaRITw06Z9FOr09GllvvnzyrzfCPB0Z2Lv+9A4qqgV4m+1vruzeYjttcv/PBiDt5sLwT4enE5M5f2l6+nQKJo2dWtUKNYbebhPT977+DOia0ZRJ7oWy1b+jlar48FOHQF496NP8fP14fHh5uOycOmvzF2wiJefn0RQoL/lOUhnJyecnc29Xlu278TT04MAfz/iz1/ki9k/0LZlc+5u2qRSYlYoFDS/fxg7/zCXKU+/MLat+gQ3rwCim5SUqYUfm8tUsw7m2Ft0Gsnvc8xlKjiiEfs3zqWoqJBGbf4uUxc5ufc3ohq0x8nVi9TLsWxY8g7VajW39Hh6+1s/K16QZ86/b1CU3d4zuWTVZYYPqE5CYiFXkrU8PiSC9Awd23aXXLzPeqsRW3elsXy1eZbicY/VYMfedJJStPj5aBj1aAQGo4n1W1LsEuPfhrZrxGtLN1E/zJ8GYQH8tOMohUV6+jQ1v2LhlSUbCfBwZeKD5vPv6w37aVQ9kOq+nuQW6piz7QhXsnLpe7d5fxfo9Hy9cT+d6tfA192ZS+k5fLx2N9V8PGlT67/1hP1be+NMtK2nIDPXRFY+3NtASW4hxF4uufB/9D4lsZdMHDhjXuaoAu9rBid4uioI8DKhLcLSm7T7lJGHWitJSIULKSZqBCmoFQI/bar8Ia6X5s6nzjtvknv8JLnHjhM6bDBKZ2eSfl0JQO1336QoOYX4jz8DwL1RAzSBAeTFxKIJDCB83FOgVHLx+zmWbdZ44RnSN29Fe/kKmgB/Ip4eg8loIGV15cx7oFAoaHH/MLavLqkzNtuoM376cDi177quzvjhJYIjGhAa2Yg9V+uMxtfWGfvWUKO+uc7IyUxi59pvcXR0omZDc53hE2D7/PYLrpzze+cJAx2aOJCWYyIz10TnZg7kFsDJCyXXQKO6OnLivIHdMeZlvdqoaFxDyU/r9ej0Jv5+JFlbhOV1Mm7O5mcyfT3MDYAgbwU6PWTlmSi0w/2j9XsL6dHOheQMA2lZBh66z5WsXCMHT5U8Gvb8EE8OntKxcb/5mrlvR1eOnykiPduAk0ZBywZO1I5w5OMFJcNmPVwVeLopCfA2P6MbFqBCW2QkI9tIvvZWfeBD3C7K1Zg0GAyoVGWv4uDgQHGx/acdvrttF/JyMvl90ZfkZKURFlGb8a98icfVSXYy05JQXvPgbVSdJjw28R1WLfqcVT9/hn9wdUa/OIuQ6iW9Eo898x4rf/6EHz+dQkFeDj5+wfQaNJ57HnjEbvnI3rYJlacngUNGoPL2QXvuLPFTX7JMyuPoH2DVGExZNB9MJgKHjMLR18/c87h3F0nzv7ParluTZqgDguw2i+u12t57PznZWSz66QeyMjOIqFGTV96YaRnmmpaajPKa3qvMjDRemDDK8veq5YtYtXwR9Ro24Y13PwWgoCCPBXO+JT0tFTd3d1q1bc+gYU/csOzdLJ7NGtB6Q8nzqfVmvgxAwrzlHB3173rXK1PrB59ArytkzU9T0RbkUK1mMwZO/A6VY8nNmszUBArzSm7y1GvejfzcDLas+pT8nFQCw+oycMJ3liFLKkc1Caf3s2/9XAoLcnD18KV6rbsZ/tJCyyQMfsFR9B//Ndt++5w57w5AoVASVL0ugyZ+ZzV86r/o0qwemXkFfLl6G2m5+dQODeDLcf3x9XAFICkjx6pM/RupOXnMXL6B9Nx8/D3c6NGyAaO72Lenu8M9bcnOzmbOgkVkZmYRVSOSd6e/ahnmmpKaZvW+qd/+WIe+uJjp78602s6wQf0Z/qj5ecP0jEy++n6OZbjsAx3vY8iAhys17pYPPEGRrpC1C6Zefal5MwY8XbpMFVxTpure3Y2C3Ay2/WYuUwFhdRnw9HeWYa4ODo6cP7WLfRvnodcV4OEdTO27HqBNt7GVGnt5LViWgJOTAy+Oj8bNVcWxk9k8N+0YRfqSi6vQIGe8PEqm2Pf31fD683Xx8HAkK1vP0ZPZjH7+EFk59p05sUujmmTma/ly/T7ScguoHezHlyO7WyarSsrK5dob3rlaHW/8uoW03AI8nDXUC/Vn7lMPERVo/m1WKhXEJaWz6mAsudoiAtxdaF2rGuM6NUd9o5faVYLdp0yoVdD1biVOakhIhcVbjBiuuffp5QYu19xzDvaGIR1L4up8l7mOPxpv5Pe95uMVdxn+OGCiTV0Fne8yz+y6bIeRSxXo8SxL6h9/4ujtTcSEMaj9/MiLieXYk2PRp5uHLToFB4OxpBwpNRoiJozDuVoYhoIC0rdu59RLr2LIzbWk0QQFUnfmOzh6eaHPyCT74CEODRyGvpIm2AJo3eUJiooKWT3/ap1RqxmDbNQZ157f9Zubz+8tK6/WGdXMv/XX1hkXT+9n73V1xojJC0tN3GMvW48aUKvgobYqnNRwIdnEj+v0Vu8Y9XFX4OpUcpK0qmsuT090t55wa+lW8ytDAFrWceD+piXXHk/2UJdKU5n+2FmI2lHB8O7uuDgpOH1Rz8c/Z1vlw9/bATeXkmtcDxcFo3q74+mmpFBn4lJyMR8vyOZkfMlv0n3NnOnd3tXy9+QRXgD8sDKHHUeraPpaccdQmMrxPg+lUknXrl3LnCxHp9Oxdu1aDIb/9sDvhmP2nZLc3u5v6MSxHqWfJ73dNPx9E8fOlD3d/O2iYc1AVjva/8Xn9tRdH8u8LVUdRcUNaw/av+ZUdRgV4tR5BJfi7Pfe2ZslLLoBP26q6igqbmQHaNfz9j45tv/WHu2yj6s6jApz6vcMby++vSf6eHmAA1vqNqnqMCqsfcxh5m+t6igqbui98PL3t3cj5+1RGka9WYnTCFeR71/z/+dEt6C8L/95Hpaq4jb23aoOoVKVq6tn+PDh/5jmnybfEUIIIYQQQghx+ytXY/LHH3+0VxxCCCGEEEIIIW4jVf8QmhBCCCGEEEJUljtw1tRbVbleDSKEEEIIIYQQQoA0JoUQQgghhBBC/AcyzFUIIYQQQghxx1AopL/sZpE9LYQQQgghhBCi3KQxKYQQQgghhBCi3GSYqxBCCCGEEOLOIbO53jTSMymEEEIIIYQQotykMSmEEEIIIYQQotxkmKsQQgghhBDijqFQSn/ZzSJ7WgghhBBCCCFEuUljUgghhBBCCCFEuckwVyGEEEIIIcSdQyGzud4s0jMphBBCCCGEEKLcpDEphBBCCCGEELegL774goiICJycnGjZsiV79+69YfqsrCzGjRtHcHAwGo2G6Oho1qxZY7f4ZJirEEIIIYQQ4s5xh8zmunjxYp599lm+/vprWrZsyaxZs3jwwQeJjY0lICCgVPqioiI6d+5MQEAAS5cuJTQ0lAsXLuDl5WW3GKUxKYQQQgghhBC3mI8++ognnniCkSNHAvD111+zevVqfvjhByZPnlwq/Q8//EBGRgY7d+7E0dERgIiICLvGeGc024UQQgghhBDiDlFUVMSBAwfo1KmTZZlSqaRTp07s2rXL5jqrVq2idevWjBs3jsDAQBo0aMDbb7+NwWCwW5zSMymEEEIIIYS4c9zCs7nqdDp0Op3VMo1Gg0ajsVqWlpaGwWAgMDDQanlgYCCnTp2yue1z586xceNGBg8ezJo1azhz5gxjx45Fr9czbdq0ys3IVQqTyWSyy5aFEEIIIYQQ4iYrmPtGVYdQpvfjjUyfPt1q2bRp03j99detliUmJhIaGsrOnTtp3bq1ZfmLL77Ili1b2LNnT6ltR0dHo9VqiY+Px8HBATAPlf3ggw+4cuVK5WeGW6xnco1LnaoOoUK6FZwi4+i2qg6jwnwa3cNfgQ2qOowK65x8nHlbqjqKihnWHlY71q7qMCqsuz6WmH6dqzqMCqm77C+2N25a1WFUWLsjB++YMnW0231VHUaFNFqzmfOP967qMCos4ruVd0T9/duB4qoOo8J6NlOxMaJRVYdRYR3PH2Wdb/2qDqNCHkw/waZajas6jArrcPpIVYdwx5kyZQrPPvus1bLreyUB/Pz8cHBwIDk52Wp5cnIyQUFBNrcdHByMo6OjpSEJULduXZKSkigqKkKtVldCDqzJM5NCCCGEEEKIO4ZCqbxlPxqNBg8PD6uPrcakWq2mWbNmbNiwwbLMaDSyYcMGq57Ka7Vt25YzZ85gNBoty+Li4ggODrZLQxKkMSmEEEIIIYQQt5xnn32W2bNnM3fuXGJiYhgzZgz5+fmW2V2HDRvGlClTLOnHjBlDRkYGEydOJC4ujtWrV/P2228zbtw4u8V4Sw1zFUIIIYQQQggBAwYMIDU1lalTp5KUlESTJk1Yu3atZVKeixcvorzmnZrVqlVj3bp1PPPMMzRq1IjQ0FAmTpzISy+9ZLcYpTEphBBCCCGEuHMo7pzBl+PHj2f8+PE2/23z5s2llrVu3Zrdu3fbOaoSd86eFkIIIYQQQghx00hjUgghhBBCCCFEuckwVyGEEEIIIcSdQ6mo6gj+b0jPpBBCCCGEEEKIcpPGpBBCCCGEEEKIcpNhrkIIIYQQQog7huIOms31Vid7WgghhBBCCCFEuUljUgghhBBCCCFEuckwVyGEEEIIIcSdQ2ZzvWmkZ1IIIYQQQgghRLlJY1IIIYQQQgghRLnJMFchhBBCCCHEnUNmc71pZE8LIYQQQgghhCi327ZnMnz0o0ROGoUm0I/cY6c48dxbZO8/ZjOtQqUi6oUnCR3cB6eQQPLj4jn12kzS/tpuSePg5kr01AkE9eqE2t+XnCMxnHxhBtkHjts1H0vXbmTBqnVkZGVTM7wazz42iPq1athMu3nPAeYuX8OlpBSKDQaqBQUyqOcDdG3f2ird+UuJfPHTMg6djMNgNBAZFsLbz40hyN/XLnkIGzmQiLEjUQf4kXcyllMvv03OIdv7TaFSETnhcYIH9EYTFEDB2fOcfvMj0jftsKRpt28dztVDS62b8MNCTk2ZUWlxm0wmtq76lEPblqArzCEsqildB7+OT2DEDdfbv2kBu//8nrzsVALD6vDAoNcIjWxk+fc186cSH7OTvOwU1BoXQqPuomPf5/ELjrKkSTx/lE3LP+TKhRMoFApCIhrRsd8LBFarU2n5uxGfdndT47lReDZtgFNIAPv7jSV51Yab8t3/hneXXvj0fgSVlw+682dJ+v4LtGdiy07f/SG8H+yJo18AhtxscnZtI3XB95j0egD8+g/Ff8Awq3V0ly9ybsIou+YjeEB/QocPQ+3nS35cHGfffZ+84ydsplWoVISNGklAzx5oAgIoPH+B+FmfkrVzp830YY+NIGLiBC7/9DPxH8y0Zzb+lVu9TPn26IN/v4GovH3Qxp/h8lefUhh3qsz0fr0fxrd7Lxz9AynOySZ7+xaS5szGpC8yJ1AqCRw8Au8OnVF5+6DPSCNz/VpSFs63Wx7cO3TD88E+OHh6U5RwnvSF31IUf7rM9B6deuJ+X1ccfPww5uWSf2AnWcvmYSo2nxeaWvXw7PIQ6vCaqLx8SPn8bQoO77Fb/H+7HevvHX/+zObffyQ3O43g6rV5aPjLVK/ZqMz0R3avY+2Sz8hMu4xfUDjdBz5L3bvutfz7uqVfcHjXH2RlJKFycCQssh5dBkwk/Oo2z5zcy9dvjbS57QlvLqJ6VMNKyVfo0AFUHz0Ctb8feTFxxE17h9wjZdff4WNHEdyvF+qgAArOnefsu7PI2LLDKp06MICakyfhe187lM5OFJ5PIOaF18g9drJSYral2qhBRI43X4fknojl1OS3yT5YdpmqMekJQgb2QhMcSMGZ88RN/4i0jSVlCqWSmi+NI/iRHmgC/NAlpXB54UrOffi13fIQOngA1R4fjtrfj/xTccS98S65R29wLJ4aRdBDPVEHBlB47jxnP5hFxjbr+kIdGEDUC5Pwvbet+VhcSODU5KnkHrffsRD/f27Lnsngfl2p8+5kzrz9BTva9CXnWCwtVn6H2t/HZvroaROpPmoAJ597i61Nu3Px+0U0W/Q5Ho3rWtI0/PJN/Dq24fCol9jWvBdpG3bQ4vcf0YQE2C0f63fs5dO5vzDqkZ7MeW8qtcKr8cyMWWRk59hM7+HmyvC+3Zk9YwrzZ75O9w5tmfHlj+w+XPJjcykphdGvvUd4aBBfTH+B+TNfZ2S/HqjVjnbJQ2DvLtSe/iLnPvyKPZ0fIfdELE0XfYOjn+1jETX5aUKHPULsy2+z697eXJr7C41//AT3BiWNqD1dBrKlQXvL58AjjwOQ/NuflRr7rnWz2bdxPl2HvM6IKb/gqHFm4SejKNbrylzn5L41rF/yDvf0GMeoV38loFodFn0yivycdEuaoPD69BzxDqOnr2HgxO/BZGLhrFEYjQYAirT5LPrkCTx8Qhg55ReGvfgzaidXFn4yCsPVizx7c3B1IedoLMcnTL8p31ce7m3aEzBiNGm//ET8C2PQXjhH9dfewcHDy2Z6j3YdCBjyOGm/zOfcxFFc+fIjPNreh//gx6zSaS/GEzeqv+Vz4ZVn7JoPvwcfIPL5Z7n4zbccGvgo+bGnafDVFzj6eNtMHz5+LEEP9+Pcu+9z4KGHubJkKXU/nolrndql0rrVr0fQw/3Ij42zax7K41YuU573diD4ibEk/zyH008/QeG5s0S++QEOnl4203vddz9BI58k+ee5xI4ezqVZ7+N1bweCRjxuSeP/8CB8u/Xm8lefEDt6OEk/fIt/v0H49uprlzy4NG+HT//HyPptMYlvPEtRQjyBk15H6e5pM71ri3vx7jeMrFWLSHxtPGlzPsO1eTu8+g61pFFqnChKOE/Ggm/sErMtt2P9fXjXH6z66X069x3LpBlLCKlem9nvjiY3O91m+vNxh1jw+Qu0uK8vz7y9lAbNOjLno6e5klDS8PcPDuehEa/w/Lu/Mu71+Xj7hzL7nSfIy8kAICK6CVO/3Gz1admhHz7+YVSr0aBS8hXQ40FqvfoC5z/5mn3dB5B3MpYm877G0df2sajx/HhCH32YuGnvsKdTHxIXLKHhNx/jVr+k/lZ5uNNs2VxMxcUcHjGWPZ0e4syMmRSXcV1TGYL6dKHOmy9y5oMv2dXxEXKPx9JsyTeoy7gOqfXKBMJGPELM5LfZ0aYXCXMW02TeJ7g3LMlH5MRRVBs5gJiXZrC9dU/ipn9M5ITHqP7kYLvkIaDbg9R8+XnOf/4N+/sMJC8mlsY/fIWjj+08RD4znpABDxP3xrvs7foQlxctocGXH+NWz/pYNF00B1NxMUceH8fern058+6H6HPsdyxuKQrFrfu5w9yWjcnICSNI+HEJl+YvJ+/UWY4/PQ1DoZawYf1spg99tDdnP/iG1HVbKTx/iYuzF5G6biuRE8x3/ZROGoL6PMCpV2eSuWM/BecucnrG5xScu0j4E4Pslo+Fv/9Fr/vvoUeHdkRWC+HFJ4egUav5/dq7Y9doWr8O97VsSkRYCGFBAQzo3omo8DCOnDpjSfPNwl9pc1dDxg99hNqR1QkLCuCe5k3w8fSwSx7CnxrGpZ+WkrhoBflx54h54Q0MhVpCBz1kM33IIz2J/2Q2aRu2UXjhEpfmLiZtwzbCx4ywpNGnZ1KUmm75+HVuT0H8RTJ37qu0uE0mE3vXz6Nd9zHUbtKJwLA69Br5PrlZKcQeWl/menv++pEm7frTuG0//ENq0m3wdFRqJ47sWGZJ0/TeAVSPbo6XXxjB4fVp32cSOZlXyE67DEBa0jkK87No32sCvkE18A+pxT09xpGfk0Z2RmKl5fFGUtdtJW7aLJJXlp3XquLbsx9Z6/8ge9M6ii5dJOmbTzDqdHjd/6DN9M516lN46gQ52zehT00m/8gBcrZvwrnmdb28BiOGrMyST659K9TQoYNJWv4rKStXUXgunjNvzcCg1RLYp7fN9P7du3Ppux/I3L4D3eXLJC1ZSub2HYQOG2qVTunsTO13ZnB6+psU30IXBbdymfJ/6BEy1q4m86+16BIucPnzjzDptPg80M1mepe6Dcg/eYyszRvQpySRd2g/WVs24BJd0oBxrdeAnN3byd23G31KEtk7tpB3aJ9Vmsrk2bk3udv+JG/HBvRXEkj/6StMRTrc23WymV5Tsw7aMzHk791KcXoK2pOHyd+7FU1kLUuawuMHyVqxgIJDu+0Ssy23Y/29Zc1cWnZ4mBb3PURQWE36jZqGo8aJfVuW20y/be1P1G7cjg49HyMwNIou/ScQGlmPHX/+bEnTtG0Pohu2xjewGkFhNek15EW0hXlcuWi+QaRSqfHw8rd8XN28OH5gE83b90FRSRej1R4fRuKiZVxZspKCM+eIfeVNjIWFhPTvYzN90EM9OP/Fd6Rv3o424TKXf/qF9E3bqf54yaiP8DGPoUtMJuaFqeQeOY720mUytu2i8OKlSonZlvCxw7k0fymJP68gP/YsJ5+bbr4OGWz7xk5w/56c+3g2aevN1yEJPy4mbf02IsaNsKTxat6ElD82kvbXVrQJiST/9ifpm3bi2bRyeoSvV+2xoSQuXk7SsqvHYupbGAu1BD/cx2b6oN7dufD1d2RsMR+LxJ+XkL5lO9UeKzkW1Z98DN2VZHNP5FHzscjcvgutHY+F+P902zUmFY6OeNxVn/RN13Tlm0ykbdyFd8smNtdRqtUYtNa9TYZCLd5tmpm3qVKhVKkw2krTulmlxv83vb6Y2HMXaN6oXkmcSiXNG9XleNy5f1zfZDKx71gMFxOTuKuu+eLAaDSy8+BRqoUEMumtj+k26hlGTZnBlr2H7JIHhaMK90b1yNh2zYWIyUTG1t143t3Y9jpqNUZdkdUyo1aHV4u7yvyO4H49uLzw10qLGyAr7RL5OalE1G1jWebk4k5oZGMun7O9vwzFRVy5eILIa9ZRKJVE1m3DpTLWKdIVcHTHcrz8wvDwCQLANygSZ1cvDm9fiqG4CH2RlsM7luIXHIWXb+nhvf9XVCqcoqLJP3qwZJnJRP7RgzhH17O5SuGpEzhF1cKpprkHzzEwCLemLcg7uNcqnTo4hJqzFxH15TxCJk5G5edvt2woVCrc6tYla/c1QwZNJrJ278G9ke2hcUq1I8Yi698go06HR5MmVsuiXp5MxtbtZO+xzp+wTaFS4VyzNnmHD5QsNJnIPXwAlzq2y1RBzHFcatbGOdp8Q0IdFIz73a3I2VfyW5d/8jhuTZqhDg0DwCkyCpd6Dcndb4dhog4q1OFRaE8escqDNuYImhqle64BdGdOoQmPQn218ajyC8S5YTMKjx2wmf5muB3r7+LiIi7HnyS6QcnjJEqlkloNWnHh9BGb61w4fZhaDVpZLavdqC0XTh8u8zt2b1yCk4s7IdVtH88TBzdRkJtF8/a2b9SWl8JRhXuDumTsuK7+3rEHj6a262+lzfpbi2fzkvrbr9N95Bw7QYMvZtJu/2aar15MyEDbNwoqg8LREY/G9UjfsqtkoclE+pbdeDW/QT6uLy9aLd4tm1r+ztp3GN97W+ESFQ6Ae/3aeLW8i7T12+yQBxVu9euSufO6Y7FzNx53lVVf2L6W8mzWxPK33/3tyT1+gvqffkDb3Zu4e+VigvvbZ+SE+P922z0zqfbzRqlSoUu2Hl6iS0nDrXakzXXS1m8n8ukRZGw337X069CaoN6dwcEBAENePpm7D1Fz8ljyYs+hS04jpH93vFs2If/sRbvkIys3D4PRWKrH0MfTgwuXk8pcLy+/gF6jX6CouBgHpYLnHx9Ci8b1AcjMzqVAq2P+ij94cmAfxg7ux+7Dx5ky80s+n/Y8TevbrqT+K7WP+VgUpVofi6LUdFxr2T4W6Zt3ED56GFm79lNwPgGfe1oR0O1+FFePxfUCut6PytOdK4tWVGrs+TmpALi6Wz9H6urhS15Oms11CvIyMRkNuHpct467L+lXrG8A7N+8gI3LZqLXFeAbGMmjk37EQaUGQOPkxpDn57P0y3FsX/0lAD4B4Qya9D1Kh9vulKxUKndPFA4OGLIyrZYbsjPRhFazuU7O9k04eHgS8dbHoFCgUKnIXPcb6csXWtIUnj5F4uczKUpMQOXti98jQ4h462POTXoCo7aw0vPh6O2FQqVCn55htVyfnoFLZITNdTJ37iJk6BCyDxxEm3AJr5Yt8O3Ywerc8OvyAG5163D40aE2tyFKc/Awl6niTOtjUZyViVO16jbXydq8AQcPT6I++AzF1TKVvnolqb8ssKRJXfIzDi6u1P5mHhiNoFSSNO87sjZXfs+sg5uH+bzIybJabsjJwjEozOY6+Xu3onT3IPildwBzHnI2/0H2mqWVHt+/dTvW3/m5WRiNBtw8rX/33T19SUmMt7lOblYa7teld/P0JTfLOt8nD27mp8+eR1+kxd3LnyenzMbVw/Yw+L2bllO7UVu8fIMqkJsSjt5X6++00vW3S1QZ9ffWnVR7fChZew9QeCEB77Yt8e9yPwplyW+UU/UwQof0J+G7+Zz/8js8GtWn1usvYdTrSVq2qlJiv5ba18tcplKuy0fKDa5DNu4gYuxwMnftpyA+Ad/2rQjs3snqtzZ+1neo3N1ot/t3TAYDCgcHTs/4hCtLV1d6Hso6Fvr0dFzLOBYZ23dS7bGhZO07QOHFBLzbtMT/gY5WeXCqFkbIo/259MN8Lnz9Pe4N61PrtZcw6fUk/fpbpefjlqO87frLblvlunLt1q0bCxcuxNPT/IzGu+++y1NPPYWXlxcA6enp3HPPPZw8eeMHe3U6HTqd9V0hjUZTnlDK5eQLM2jwxZu0P7wGk8lEwbkELs1fbjWs5sioF2n49dvcf3YrxuJicg6fJPGX1XjeVd9ucf0XLs5OzP1gKoVaHfuPx/Dp3MWEBvrRtH4djCYTAPfc3YRBPR4AIDqyOsdiz7Liry2V3pj8L2JffZd6H75Omx2/YTKZKDyfQOKiFYSUNSz20b6kb9yOLjm1Qt97fM8q1vw0zfL3gPH2fUaoQYte1KjblrzsVHb/+T3Lv53E8JcWonLUoC/SsnruK4TVbEqfJz7EZDSy+88fWPzZaEa+vBRHtZNdY7vTuNRvhF/fQSTN/ozC0zGog0IJfGwsfg8PJm2p+eI//1DJEGndhXgK42Ko+fUC3Nu2J3vD2qoK3cq59z+g1tTXaLZiOZhMFF66RPLK3wjs0wsAdWAgNV58geOjx2IqKvqHrYmKcG3YhID+Q0j8chYFsSdRB4cSMvppAgYNtUyw43lPB7w6dOLi+2+huxiPU42ahDw5nuL0dDI3rKviHIBT7QZ4dXuY9AXfoDsXh2NAMD4DH8fQoz/Zv/9S1eH9a3dS/X29qHotePadZeTnZrFn01Lmf/ocE95YWKohmpWeROzRHQyd+GEVRWp2evp71Hl3Gq02rDTX3xcucWXJSoKvGRarUCjJPXaCcx98CkDeiVO4RtckdPAjdmlM/hcxL79D/VnTzQ3Fq9chlxeuIPTRkuuQoD5dCH64O0effJG8U2dwb1iHOjMmo0tKJXHRyiqM3uz0W+9T+62ptFy3ApPJhPbiJa4sW2k1LFahUJJ7/ATnPvoMgLyTp3CLrknIoEf+PxqT4qYpV2Ny3bp1Vo3At99+m/79+1sak8XFxcTGlj3j4t/eeecdpk+3nqRh2rRptPgXMRSlZWIsLkYTaP1jqwnwQ5dsu0epKC2TgwPGo9SocfT1QpeYQu03n6MgPsGSpiA+gT0PDsXBxRmVhxu6pFSazPuIgvMJNrdZUV7ubjgolaUm28nIzsHXy/aECmAeXlMtOBAwNxTPX7rCvF//oGn9OuZtOjgQWS3Eap2IsGCOnCp7xr//qijDfCzU180Sq/b3RZdi+1jo0zM5MmKi+Vh4e6FLSqHmq89QeKH0GH6nsGB8723FkccmVTjWWo078nhkyZAXQ7H5Yjw/Nx13r5JJGvJz0sucUdXFzRuF0sFqsp2/t+Hq6Wcdu4s7Ti7u+ARGEFqjMR9OakHsob+o36IHJ/b+Rnb6ZUZMXozi6p2zPo/P5MNJLYg7vIH6LbpXOL+3q+LcbEwGAw5e1nfnHTy9Kb6ut/Jv/gNHkL11PVkb/gBAd/E8Cicngp+aRNqyn+HqTZZrGQvyKbpyCXVQSKl/qwz6zCxMxcWlJrJw9PUpdff5b8WZWcQ88xwKtRpHL0+KUlKJmDQB7WXzs7Zu9eqi9vXlrkUlvWMKlQqPZk0JGdifHc1bmXvIhBVDjrlMqbytj4XKyxt9RobNdYKGPkbWxj/JWGfuhdCej0fp5EzY08+RsugnMJkIHvUUqUt+JnvrRksadUAQ/v0HV3pj0pCXYz4vrpuEysHDC0O27fPCq/ej5O3aTN62vwDQX76AQqPBd+g4slcvsXle2NvtWH+7unuhVDqQd91kO7nZ6Xh4+dlcx93Lr9TkPHnZ6bh7XZdvJxc0QeH4BYUTXqsx7z7Tlb2bl3N/7yes0u3b8isu7l7Ub9qhwvn5mz7zav3tV7r+Lkoto/7OyOTYk5NQatSovLwoSk4havIkq+chi1JSyT9tPVKn4Gw8AV1tP9tbUUXpWeYyFXBdPgJ8KbrBdcjhoRPMZcrHC92VFKKnPWt1HRI9/TniP/mepF/N9UpezGmcq4UQOenxSm9MlnUsHH190d3gWBwf+wxKtRqVt/lY1HhhEtqEy5Y0Ramp5J+xPhb5Z8/h/4B9joX4/1WuPmDTdZXP9X//W1OmTCE7O9vqM2XKlH8Xg15PzqET+N53zeswFAp8O7Qic8/hG65r1BWhS0xBoVIR1OcBkldvLJXGUFCILikVlZcH/p3akfx76TSVwdFRRe0a4ew/FlMSn9HI/mOnaBBt+9UgthhNJoquvv7A0VFF3agILl43TPZiYjJB1/1IVQaTvpjcoyfxuadlyUKFAp97WpK93/azJJa4dUXokszHIrBHZ1LXbSqVJmTgQxSlZZD219YKx6pxcsMnINzy8QuuiauHP+djSp6z0BXmcTn+CKE1bD+/6aBSE1y9PudPlaxjMho5H7OLsDLWAfM1m8lkovhqA1ZfpDW/TPeaSRQUV/82mf7PGwPFxWjPxuHa8Jr9qVDg2uguCuNsj3hQaDSYjNf9Fv3dqCpjogqFkxPqwOBSQx8ri6m4mLyYGLxaXnOLTKHAq2ULco8evfG6RUUUpaSiUKnwvf9+MjZtASB7z14O9nuEQwMGWT65x0+QuuYPDg0YJA3JMpiKiyk8E4tb45LnoVAocGvSjIJTNyhT15+LV2dj/rtMKTUaTNftc5PRgEJph5n6DMUUXTiLU91rnp9SKHCq0wjdOds3cBUaDZTKw99/V81sgrdj/a1SqQmNrMfpEyXPsxmNRs6c2EN4LdvP5IXXasLp49aTGsUd20V4rSY3/C6TyUSxvqjUsn1bVnD3Pb1wUFXerOwmfTG5x2PwbmNdf3u3aUnOwX+uv4uSzcfCv0sn0v7abPm3rAOHcakRYZXeOTIc7eUrlRb7tUx6PTlHTuJz7zXPqCoU+N7bkqx9/+I65ErJdUjKHyXlxcHZudRvqslgMNfVlcykLybvRAzerW0ci0M3ri+MRdcciwfvJ219ybVU9sHDpR6rcIkIR5t4cyb6q3IK5a37ucNUyQNaGo2mQsNa4z+dQ6PZ75J98DhZ+48SOX44KhdnLs03z6zWaPa76BJTiJ32EQCezRvhFBJIzpEYnEICqfXKeBRKJec++s6yTb9O7UAB+XHxuEaFU+ftF8iLO8elebZna6sMg3p05s0vfqBOVDj1a0ayaPV6tDodPTq0BWD6Z9/j7+PF2MHm4Txzf11D3RrhhAYFoNfr2XnoGGu37ubFJ0qmqh7c60Fe+/gbmtSLpmn92uw+fIIdB47wxesv2CUPF76eR/1PZ5Bz+AQ5h45T/ckhOLg4k3j1Gcf6n72NLimFMzNmAeDRtCFOQYHknjiFJiiAGi+MBaWC85//YL1hhYKQgX1I/GUlJoOh0uNWKBS06DSMHWu+wicgHC+/MLas/AR3rwBq31Vy127BR8OJbtKZ5h2HANCy80hW/fgSweENCIlsxN71c9EXFdKorfmh9szUBE7uX0ONem1xcfMhNyuJnX98i6PaiZoN2gMQWbcNG5a+z9qfp9O841BMJiM7//gWpdKB8NotSwdrBw6uLrjWLHlezCUyDI/GdSjKyEabYJ9K/99K/20ZIU+/iPZsHIWnY/Hp8RBKjRNZG829PcFPv0hxRhqpC8xlJm//bnx69kMXf4bC06dQB4XgP3A4eft3Wy4GAoY9Sd7+3ehTk1H5+OI3YBgmo5Gc7aVvYlSWy/MXEP3mdPJOnCT3+AlChjyKg7MzySvMQ72i33oDXUoKFz79HAC3hg3QBASQdyoWTUAA1ceMRqFUcGnOHAAMBQUUnDlr9R3GwkL0WdmllleFW7lMpf66hGrPTqHwdCwFcTH49X4YpcaJzL/MvQ7VnpuCPj2NpDmzAcjduwu/hx6h8OwZCmJPogkJJXDoKHL27rSUqZw9uwgYOBR9agraC+dxjqqJ/0P9yfhzjV3ykP3XSvwfm4juwhmK4k/j0aknCo0TuTvMz2j6PTaJ4qx0spabh+EWHtmHR+feFF2MRxcfiyogGK8+gyk8us/SyFRonHAMCLZ8h8o/EHW1SAz5uRgybPeIVNTtWH+37zacRV+/TFiN+lSPasi2P+ZTpC20TIaz8MspePoE0G2g+XVD93QZwpdvjmDz6jnUa3Ivh3b9waVzx3n48dcB0GkL2LDiW+o364C7lz8FuZns+Gsh2ZnJNG5lPWv1mRN7yEi9RMv7Kn8Sm4Tv5lH3w7fIPXaSnMPHqDbqav29ZAUAdT+cgS45mXPvm4esejRpiCYwgNyTp9AEBRI5aQwKpZKL3/xYss3v59Ns2TzCxz5Oyup1eDRuSOighzk1xX6vDLrw5VwafPE2OYdPkH3wGOGjzb3Ul382T9zX4Mu30V1J4fSbswDwbNYQTXAgucdOoQkOoOZL40CpIP7TkuuQ1HWbqfHskxReukLeqTN4NKpLxJjhlm1WtoQf5lPn/TfJPX6CnKPHCRsxBAdnZ64sWwFA3fffQpecwrkPrx6Lxg1RBwaQF3MKTWAAkU9fPRaz55Rs88efaLp4LuFPjSJlzZ+4N25AyICHiX3tDbvkQfz/KldjUqFQlJqSurKmqC6PK8v+QO3vQ/RrT6MO9Cf3aAx7+zxB0dUHsJ2rhcA1PRUOGg3RUyfiElkNQ14BKeu2cOTxlyjOzrWkUXm4UfuNZ3EKDUKfmUXSir+Ie/1jTMXFdstHp7YtyMzJ47vFK0nPyqFWRDU+fmUSPleHuSanpaO8Zv9qtTo++G4BKemZaNSOhIcG8/rTo+jUtqT3476WTXnxyaHM+3UNH/2wkPCQIN5+fgyN69Yq9f2VIXnlWtS+3kS9OB5NgB+5J05xcNBTlkl5nEKDre7uOWg0RE1+GufwMAz5BaRt2MaJcVMozsm12q7Pva1xrhZCop1+uAFaP/gEel0ha36airYgh2o1mzFw4neoHEtudGSmJlCYVzKMrF7zbuTnZrBl1afk56QSGFaXgRO+w83DPNxJ5agm4fR+9q2fS2FBDq4evlSvdTfDX1pombjHLziK/uO/ZttvnzPn3QEoFEqCqtdl0MTvrIbc2pNnswa03lDycvV6M18GIGHeco6O+nejBOwld+cWUjy98B84HAcvb3TxZ7n41ssYsrMAcPQLsBqil7Z0AZhM+A8agcrHD0NONrn7d5P6c8mFgcrXj5BnXsbB3R1DTjYFMcc5P2UChpxsu+Ujbd2fOHp7U33sGNR+vuTHxnJ87HjL0EpNUJBVz5ZSrSZ83FicwkIxFBSQuX0Hca+8iiE3z24xVqZbuUxlb92EysOLwKEjUXn7oD13hvipL1qGTjv6B1r1bicvnI/JZCJo2Cgcff0ozs4iZ+9OkuZ+b0mT+PUnBA4dRei4Sag8vdFnpJH+x2+k/DzXLnko2LedDDcPvHs/ioOHN0UJ8STPmo7xahlW+fpZ9URm/f4LJpMJr4cG4+DlgzE3h4Ij+8j69SdLGk1ETYJemGH522fAKADydmwg7cdP7ZKP27H+btK6K3k5Gaxb+jm5WWmEhNfh8cnf4H718YbM9CtWPdIR0XcxeNz7rF3yKX8snoVfUDgjnv2M4GrmelipdCDlSjz7Z60kPzcTVzcvqkU1YOzUeQSF1bT67r2blxER3YSA0H8/YunfSvl9HY4+3tR4Zixqfz9yY2I5MnwM+jTzb5RTaJBVmVJq1NR4fjxO1c31d/qm7Zx85mWr+jv36AmOjX6GqBcnEjFxNNqEy5x+432SV9rnJgtA0oq1qP18qDnZfB2Sc/wUB/qPtlyHOIcGW5UppUZDrZcnWK5DUtdv5diYyVb5iJk8g1pTJlDvg9dQ+/mgS0ohYe4Szn7wlV3ykLLGfCwiJ5qPRV5MLEdHjbVM4qYJCbIaLaHUqKnxzDicqpnzkLFlOydfeIXi3GuOxbETHB/3LDWem0D4+NFoL13m9Iz3SV5lv2Mh/j8pTOUYq6pUKunataulV/G3336jY8eOuLq6AuaJddauXYvhP/YkrXGx/aza7aJbwSkyjlb+tNE3m0+je/grsHJeilyVOicfZ96Wqo6iYoa1h9WOVT9xUkV118cS069zVYdRIXWX/cX2a4dK3qbaHTl4x5Spo93uq+owKqTRms2cf9z2e0dvJxHfrbwj6u/fDtjv5vHN0rOZio0Rtl8ncTvpeP4o63xv7QmU/smD6SfYVMZQ6NtJhzJegXOr066wzw2xyuDUZ0JVh1CpytUzOXz4cKu/hwwZUirNsGHDSi0TQgghhBBCCHFnKVdj8scff/znREIIIYQQQggh7nj/329IF0IIIYQQQtxZ7sBZU29VsqeFEEIIIYQQQpSbNCaFEEIIIYQQQpSbDHMVQgghhBBC3Dmq4NWF/6+kZ1IIIYQQQgghRLlJY1IIIYQQQgghRLnJMFchhBBCCCHEnUMp/WU3i+xpIYQQQgghhBDlJo1JIYQQQgghhBDlJsNchRBCCCGEEHcOmc31ppGeSSGEEEIIIYQQ5SaNSSGEEEIIIYQQ5SbDXIUQQgghhBB3DoX0l90ssqeFEEIIIYQQQpSbNCaFEEIIIYQQQpSbDHMVQgghhBBC3DmU0l92s8ieFkIIIYQQQghRbtKYFEIIIYQQQghRbjLMVQghhBBCCHHnUCiqOoL/GwqTyWSq6iCEEEIIIYQQojJo131f1SGUyenBUVUdQqW6pXom97dvXdUhVMjdW3aR+Mygqg6jwkI+XsjWBndVdRgVdu/xQ2j/mlPVYVSIU+cRxPTrXNVhVFjdZX+x2rF2VYdRId31sawPa1jVYVRYp0vHiB3wYFWHUWG1F69Du/a7qg6jQpy6PM4alzpVHUaFdSs4xaXxj1R1GBUS9vkStKu+qOowKsyp1zjODute1WFUWNS81SS/NLSqw6iQwPfmkz1zYlWHUWGez39S1SGIW9wt1ZgUQgghhBBCiApRyLQwN4vsaSGEEEIIIYQQ5SaNSSGEEEIIIYQQ5SbDXIUQQgghhBB3DpnN9aaRnkkhhBBCCCGEEOUmjUkhhBBCCCGEEOUmw1yFEEIIIYQQdw6l9JfdLLKnhRBCCCGEEEKUmzQmhRBCCCGEEEKUmwxzFUIIIYQQQtwxTDKb600jPZNCCCGEEEIIIcpNGpNCCCGEEEIIIcpNhrkKIYQQQggh7hwK6S+7WWRPCyGEEEIIIYQoN2lMCiGEEEIIIYQoNxnmKoQQQgghhLhzyDDXm0b2tBBCCCGEEEKIcpPGpBBCCCGEEEKIcrtjhrn69+lH0MDBOPr4UHD2DAmffET+qZM20yocHAgaMhzfB7ui9vNHm3CRS998Sc7e3Tc5anBp2xm3jj1xcPdEn3iR7OVz0F88azOt77jX0NSsV2q59uQhMma/D0DIxwttrpu9agH5m36vvMCvETywP9VGDkft50tebBxn336P3OMnbKZVqFRUe/wxAnv3QBMQQMH5C8R/9AmZO3baTF9t1Egin5nApfkLOPfeTLvE/7dFWw4wd8Me0nLyiA4NYPIjD9AwIuQf1/tj/0kmz1lJh0a1mPXkw5bl6Tn5zFq5iV0x8eQWamlasxqTH3mA8AAfu+XBu0svfHo/gsrLB935syR9/wXaM7Flp+/+EN4P9sTRLwBDbjY5u7aRuuB7THo9AH79h+I/YJjVOrrLFzk3YZTd8lAePu3upsZzo/Bs2gCnkAD29xtL8qoNVR2WRdjwgYQ/NQK1vx95MbHEvvYOOYeP20yrUKmIGP84wQ/3QhMUQMG585x5+2PSN++wpGm7ay3O1UJLrZswZxGxr86wSx68HuiJT8+HcfDyQXfhHCk/fon27A3KVLeH8OrcHZVfAIacHHL3bCNt4Q+WMnUtn9798X90FBlrfiV17td2ib8si7YdZO7GfaTl5JvP93730zA82GbalXuOM/XnP6yWqVUO7Pvw2ZsRqkX46EeJnDQKTaAfucdOceK5t8jef8xmWoVKRdQLTxI6uA9OIYHkx8Vz6rWZpP213ZLGwc2V6KkTCOrVCbW/LzlHYjj5wgyyD9guo5XF9d4Hcb+/Fw4eXugvXyBzyQ/oL5yxmdZ/4utoatUvtbzw+EHSv34HAIXaCc/eg3Fq1BwHV3eK01PI27KG/O1/2TUfi3YcYe6Wg6TlFhAd7MfkPu1pWD3IZtqV+04y9Zf1VsvUKgf2vTPO8vdXf+5m7eHTJGXl4qhyoF5oAOO7tqZRGdusDB73d8erWz8cPL0pSognbf7X6M7FlZne88HeeHTshsrXH2NuDnn7dpCxZI7l/Pbq8Qiud7dBHRyGSV+E9nQM6Yt/RJ902W55AHBu3QnXe7uhdPek+EoCOSvnUXzpnM203k++jDqqbqnlupjDZM35sNRy94dG4NLqfnJ/+4mC7esqPfa/qZu0Q9O8IwpXDwypl9FuWIYh6WLZK2iccWrXHcdajVA4uWLMyUC76VeK483Xvu5PTEXp6VtqNd2hbWg3LLVXNm4ZJoWiqkP4v3FHNCa9O9xPtXETuPDR++SfPEHgIwOoNfNjjg8ZSHFWZqn0IY+PxrdzFy588A6FFy/g2aIlNd96l5hxT1J4uuwf0crm1KQVnn2GkrXke/QXzuDaviu+oyeT8s5zGPNySqXP+PEjFA4lh0zp6o7/8+9SeLikEZw09SmrdTR1m+A14Em0R/faJQ/+XR4g6sXnOP3GDHKPHid06KM0+OZL9vfsgz6j9L6PeHosAT26E/f6mxTGx+Pdtg31PvmQw0NGkH/K+gLVrUE9gh/pR16s/Y/J2gMnmfnrBl4d0IWGESEs2LSPMV8sZuXUJ/F1dy1zvcvpWXy0YiNNo6pZLTeZTEz6dikqBwdmje6Hm5OGeRv3MvqzhSx/9QlcNOpKz4N7m/YEjBhN0jefUng6Bp8efan+2jucffoxDDlZpdJ7tOtAwJDHufLFTApjT6IOCSN4/AuAiZQ531jSaS/Gc3H6SyUrGgyVHvt/5eDqQs7RWBLmLOPupV9UdThWAns+SPTUF4iZ8iY5h45S7fGh3PXTN+xs3xN9ekap9FEvPk1Q3+7EvDidgjPx+LRvQ6PvZrG/91ByT5wCYG/3QSgcSgaUuNWuRdNFs0lZbZ8LHPfW7fEf9iTJ332G9vQpvLs9RNjLM4h/ZhSGnOzS6dt2wG/QYyR9/RGFcSdRB4cSPOZ5MJlInf+tVVqnqGg8O3VHe8H2BZ89rT14ipm/bubV/p1pGBHMgs0HGPPVEla+MqrM893NSc3KV0puoii4uRcqwf26UufdyZyY8DpZ+44QMX44LVZ+x5YmXSlKLV2eoqdNJHRQL46Ne4282HP4d25Hs0Wfs6vjIHKOxADQ8Ms3ca9Xi8OjXkJ3JYXQQb1o8fuPbG3WHV1iil3y4dy0DV4PDSdz8bcUnT+DW4fu+I97haQ3Jtqs99Jmz7yu3nMjcMpMCg/tsizz7Dccp+gGZM77lOL0VJzqNsar/+MYsjPRHttvl3ysPRzHzN+28Wq/jjSsHsiCbYcZ891KVr44FF83F5vruDmpWfnCUMvfiusudsP9vZnSpz1hvp5o9cX8tO0QY2av4LeXhuFTxjYrwrXlPfg9+gSpcz5HezYWrwf7EPzCmyS8+CSG3NLnt1vr9vg8MoLU72ehPR2DY1AoAU88A5hI//k7AJzrNCRn/Wq08XEolA74PDKc4BffImHyU5iKdJWeBwBNo5a493iUnF9/RH/xLC7tuuA96kXSZr6IKb90mcqa/4lVmVK4uuE7cQbaY6WvkzT1m+FYvSaG7NLnWGVyrH0XTvc9ROH6XzBcOY+m6X24PjyG3B9mYCrIK72C0gHXR8ZiKsilYNWPGPOyUXp4Y9IVWpLk/fSh1XODSr9g3PqPQx932K55Ef9/7ohhroH9B5H2+yrS/1iN9sJ5Lnz4PkatDr9uPWym932gC1d+mkv2nl0UXUkkdeWvZO/eSVD/QTc1brf7ulOwayOFe7dQnHyZ7CXfYyoqwqXlfTbTmwryMeZmWz6a6IaY9Dq0R/ZY0lz778bcbJwaNKPozEkM6fa5MAgdNoQrS5eTvGIVBefOcfqNGRi1WoIe6mMzfUDPHlyc/T2Z27ajvXSZK4uXkLFtB2EjhlqlUzo7U+fdt4l7/U2Kc0pXBpVt/sa99G3TmD6tGxEV7MerA7vgpFaxYtfRMtcxGI28PHcVY7rdQ5ifl9W/XUjJ4Oj5RF4Z+CANwkOICPTl1QFd0OqLWXvAdo95Rfn27EfW+j/I3rSOoksXSfrmE4w6HV73P2gzvXOd+hSeOkHO9k3oU5PJP3KAnO2bcK5Z5/qMYsjKLPnk2v94/Fup67YSN20WySvX/3Pim6z6k8O4vHAZV35ZQf7pc5ya/AYGbSEhAx+ymT64bw/Of/Yd6Ru3UXjxEpfn/0L6xm1UHz3ckkafkUlRarrl49fpXgrOXyRzl30umL279yV7w1pyNv9J0eWLJH/3KcYiHZ4dyihT0fUojD1B7o5NFKcmU3D0IDk7N+NUs7ZVOoXGieDxL5H87SyMebl2if1G5m/eT982jejTqiFRQX682v8BnNSOrNhddo+cQqHAz8PN8vH1KPsmkz1EThhBwo9LuDR/OXmnznL86WkYCrWEDetnM33oo705+8E3pK7bSuH5S1ycvYjUdVuJnDASAKWThqA+D3Dq1Zlk7thPwbmLnJ7xOQXnLhL+hP3qQveOPcjfuYGC3ZspTrpE1qJvMRUV4dq6o830poI8jLlZlo9TnUaYinRWjUlNZDT5ezajO30SQ0Yq+TvWo798AXV4TbvlY/7WQ/Rt2YA+zesRFejLq3074uSoYsXesn/fFYCfh6vl4+tu3UDsdldtWkVXJ8zXk5pBvjzf8x7ytEWcvpJulzx4dXmInM1ryd22Hn1iAqlzPsek0+Le/gGb6Z1q1kV7+iR5u7ZQnJZC4fFD5O3egqZGtCXNlZlTyd2+Hv3lixQlxJMy+yMc/QLQRNrvWLje05XCvZvR7t+GISWR3F9/xKTX4dz8XpvpTYX5GPOyLR9NrQbmXtTrbrorPbxx7z2M7EVf2f0mqvru+yg6thP98T0Y05Mp/OsXTPoi1A1a2U7fsBUKJxcKVnyHITEeU04GhktnMaYmWuXTVJBr+ThG1ceQmYohwfYoACH+q9u+MalQqXCNrk3OgX0lC00mcg7sw7V+A5vrKB3VmIqKrJYZdTrcGja2Z6jWHBxwDItEF3fNxYvJhO70cRzDa/2rTbi0vI/CQ7vKvNundPPEqd5dFOzZVBkRl6JQqXCvV5es3SWNWUwmsnbvwb1xI9sxqR1t7HstnnfdZbWs1qtTyNi6zXrbdqIvNhCTkESr2pElcSoVtKodwdH4sofmfPPHdrzdXOnbpnS50RebKx6N6po76koFapUDh85eqsTor1KpcIqKJv/owZJlJhP5Rw/iHF16aDRA4akTOEXVslzoOwYG4da0BXkHrStUdXAINWcvIurLeYRMnIzKz7/y47/DKBxVuDesR8a2a4bOm0xkbNuNV1PbvzMKjRqjzvpcNmh1eDW/y3Z6RxVBfXuQuOjXSovbioMKpxq1KDhmXaYKjh3CqVYZZSruJE41auEUdbVMBQTheldz8g/ts0oXOGo8eYf2UnDskH1ivwHL+R4dblmmVCpoFR3O0fOJZa5XoCuiy+vf8MC0r5k4+1fOXEm7GeECoHB0xOOu+qRvuuZxAJOJtI278G7ZxOY6SrUag/a68lSoxbtNM/M2VSqUKhVGW2laN6vU+C0cVDhWq4E29pqbdCYT2tijqCOjy17vGq5t7qfg4E6rek8XH4dzw7tRepofIdDUqo8qIBhtzJFKDf9v+mIDMZdTaFWrZESKUqmgVa1qHL1wpcz1Cor0dJnxIw+89QMTf/yNM0llNxL1xQaW7T6Bu5Oa6BC/So0fAAcVmoiaFJw4XLLMZKLw5GGcrr+heJX2TAyaiJqWxqPKPwiXxs0pOFL2zSyls/mmizHPRu9aZXBwQBUaQdHpax6tMZkoOnMCx+r/rgHrdHd7tEd2g/6ac0GhwHPAU+RvWY0h2b5DdFE64BBYjeIL147CMlF8MQ6HkAibq6iiGmBIPI/z/Y/gPuYt3EZMRtOyM5Q1tFPpgGPdu9Eft/811S1Dobx1P3eYcg1zPXfuHJGRkaWGZlQllacXCpUKfab1EITizAycqofbXCd73x4C+w8k98ghdImX8Wh2N1733odCefMOsNLVA4WDQ6mhJMbcbNQB//ycnmP1KBxDqpO1+Nsy07i0uBeTVkvh0X1lpqkIR29vFCoVRdcN2StKT8czMsLmOpk7dhE6bAhZ+w+iTUjAq1UL/O7viMLBwZLGv+uDuNWtw8GBQ+wSd6mY8gowGE2l7hL7ergSn2y7sj94NoFfdx3ll8mP2fz3iCBfgr09+HTVZl4b1AVntZr5m/aSnJVLanblV6oqd09zebpuWLchOxNNaDWb6+Rs34SDhycRb30MCgUKlYrMdb+RvrzkudvC06dI/HwmRYkJqLx98XtkCBFvfcy5SU9g1Bba3K4ARx9vlCoVRanW5acoLR3XmpE218nYspPqTwwjc88BCs8n4NOuFQFd70ehdLCZ3v/B+1F5uJO4ZGWlxw/g4GH+jSrOzrJabsjORB1iu0zl7tiEg7sH1d/4EDCXqaw/fydjxSJLGvc27XGKrMmFl5+2S9z/JDO/0Pb57u5CfIrtoWwRAd5MH9SFWiH+5GmLmLtxH8NnLWD5lMcI9HK3e8xqP3N50l33e6RLScOttu3ylLZ+O5FPjyBju7nX0a9Da4J6d4arv7WGvHwydx+i5uSx5MWeQ5ecRkj/7ni3bEL+2Rs8p1UBSjd3FA4OGK+v93KycQws/Szw9RzDa+IYUp2MBV9ZLc9a8j3eg0YTMuMbTIZiMJrIXPg1RWdjKjX+v1nK0HVDT33dXIhPKf14B0CEvzfTH+lErWA/8rQ65m45yPAvlrD8ucFWZWjLyXheWrAWrV6Pn7srXz/5EN6uzpWeBwf3q9cg1z0CUZydhXOw7fM7b9cWHNw8CH31ff4+v7M3rCbrt19sf4lCgd+QJymMO0HR5QuVm4GrlC5Xy1Te9ddSOaj9//laShVWA8fgauQs/c5quUv7HpiMBgp3/Fmp8dqicHZFoXTAlG89SsOUn4vSJ8DmOkpPX5TVa6GPOUD+8q9x8PLHqdMjoHRAt2ttqfSOtRqicHKm6P+pMSlumnI1JmvVqsWVK1cICDAX7gEDBvDpp58SGBhYri/V6XTorrsDr9FoyrWNikj49GPCX5hMg/mLzL2BiZdJ/2N1mcNib0UuLe9Dn3ixzMl6AJxbtKfg4A4oLj3xRVU5++4H1Hr9NZr/ttx8FzThEskrVhH4UG8ANEGBRE1+gWNPjCnVg3mryNfqeGXeb0wb1BXvMp5jcXRw4KMn+vL6gjXc8+IsHJQKWtaOoF29GphucrxlcanfCL++g0ia/RmFp2NQB4US+NhY/B4eTNrSBQBWPUq6C/EUxsVQ8+sFuLdtT/aG0hWW+O9ip75L3fdfp83mVZhMJgovJJC4eCUhA/vYTB868CHSN22nKDn15gZ6A871GuH70ECSv/+cwtOnUAeFEDBiDL6Zj5K+/GdUvv4EDB/DpRlTbE7Ic6tqHBlK48jQa/4O4aG3f2DJjiOM796uCiMr28kXZtDgizdpf3gNJpOJgnMJXJq/3GpY7JFRL9Lw67e5/+xWjMXF5Bw+SeIvq/G8q/SEN7cC19YdKbp8odRkPW7tu6KOiCbt63cxZKSirlnP8sykLtb2BEU3W+OIYBpHBFv9/dAHP7Fk93HGd2ltWd68Zhi/PDOIrPxClu05wQvz/+CnCf3LfA7zZnKq0xCvngNInfslurOxOAaG4DvkSbyzBpK5clGp9H7DxqAODefyWy9UQbT/jnOL9uivXLSarEcVGoFLuwfI+OS1KozsHygUmAryKPzTfB1rTL6Ews0TTfOOthuTDVpRHB9j8xlSISqqXI1Jk8n6MnjNmjW888475f7Sd955h+nTp1stmzZtGv+lKVecnYWpuBhHb+sZMlXePugzbPcqFWdncfbVySjUalQenujTUgkdPRZdop2HMlzDmJ+DyWAwz+J6zXKlu6fNyVKupVBrcL6rDblrl5SZRl2jNo6BoWTO+7RyArZBn5mJqbgYta/1vlf7+lKUZnvf6zMzOTnxWRRqNY5enhSlpBL5zAS0l8z73q1eXdS+vjT95WfLOgqVCs9mTQkdNIBtTVuC0Vip+fB2c8FBqSA9t8BqeXpOPn4ebqXSJ6RlkZiezYRvSva/8eq50XTCu6x8bTTV/L2pVz2YX6aMIrdQi77YiI+7C4M/mEP96rZnjKyI4txsc3ny8rZa7uDpbXMSKgD/gSPI3rqerA3mWSp1F8+jcHIi+KlJpC37GUylm73GgnyKrlxCHfTPd3z/n+kzMjEWF6P2t55JT+3nS1FKGedGRiZHH5+IUqPG0dsLXVIKNV9+hsILpYdFO4UG43NPK44+8Yxd4gcw5Jh/o1SeXlbLb1Sm/PoPJ2frBrI3mi9mihLOo9Q4EfjkRNJ/XYhTZE1UXt6Ev1syWZLCwQHnug3xfrAXcYN7gKlyz+/rebs62z7fcwvwu8FkW9dydHCgTlgACWm290NlK0ozlydNoHV50gT4oUu2Pdy2KC2TgwPGm8uTrxe6xBRqv/kcBfEJljQF8QnseXAoDi7OqDzc0CWl0mTeRxScT7C5zYoy5uViMhhQuntaLVd6/Lt6z6VZW3JWL7b+B0c1nj0fJX32B2hPmIdk6xMvog6LwP3+XnZpTFrKUN51ZSivAD/3f9foc3RwoE6oPwnp1j1qLmpHqvt5Ud3Pi0bhwfR8by4r9p5gVMfmlRY/gCH36jWIh5fVcpWnF4Zs2+Xap98Q8nZuJHeLubeu6NIFFBon/EeOJ3PVYqs6w2/oU7g2acHlGS9hyLTPM58AxoKrZcrtujLl7oEhN+vGKztqcGrcirw/l1ktVkfWRunqgd+UWZZlCgcH3Lo/ikvbB0l7r3JncTYV5mMyGlC4Wo9yULi6l+qttKyTn4PJaLDa58aMZPN+UDqAseQZT4WHN6rw2hSs/L5S477l3UKjKO90VTJwd8qUKWRnZ1t9pkyZ8p+2ZSouJj8uFvdmd5csVCjwaHo3+SduPL25qagIfVoqCgcHvO/tQNaObf8phv/EYEB/KR519DXPdSoUaGrVR3/h9A1XdWrcEoVKRcH+7WWmcWnZgaKEcxQn2me4Epj3fe7JGLxatixZqFDg1bIFuUfKnrgGzPu+KCUVhUqFX+f7Sd+0GYCs3XvZ3+dhDjw80PLJPX6ClNVrOPDwwEpvSAI4qhyoWy2IPbHnLcuMRhN74i7QKLL00KvIQF+Wvvw4iyePsnzua1iL5rXCWTx5FEHeHlbp3Z2d8HF34UJKBicvJnFfo3/3TGy5FBejPRuHa8Nrnq9TKHBtdBeFcWW8IkejwWS8rsH49/4t40dY4eSEOjCY4kz7zmx3uzPpi8k9dhKfdtbnhk+7VmQdvPFzXEZdEbqkFBQqFQHdOpH6Z+lnnkMG9KEoLYO0DVsrO/QShmK0507jcl2ZcmnQBO1p22VKqdGUuulospyzCvKPHyb++Sc5/9IYy6fwbCw52zdy/qUxdm9IwjXne1zJsDvL+f4vXgUE5sm3Tiem4XeTJuEx6fXkHDqB730lPVgoFPh2aEXmnsM3XNeoK0KXaC5PQX0eIHn1xlJpDAWF6JJSUXl54N+pHcm/l05TKQzF6BPO4VS7YckyhQJNdEOK4m88a7fzXa3N9d4+6zKvcHBAoVKVKjsmo9FuF5OOKgfqhgaw50xJo9toNLHnTAKNyni9zPUMRiOnr6T/Y+PTaDRRVGyHyV8MxejOn8GlfpOSZQoFzvWaoD1zyuYqSrVT2XXGNbMb+w19CtdmrUl892WK05IrN+7rGQwUXz6P+trXpikUqGvWR3/xxhPNODVqgcJBhfaQ9avJCg/uIH3WK6R/8qrlY8jOoGDLajK/f7/y82A0YEhOQFX92ueGFaiqR2NIPG9zleLL8Si9/Lh2vyu9A8zDfY3W5UXdoCWmglyKz9ln8j8hytUzqVAoSj0v+V+en9RoNJU6rDX5l4VETnmNglOnyD91gsCHB6J0diLtD/N7FSNenoo+NZXLs83PWbjWrYejnz8FZ06j9vcnZMTjKJQKkhb+VGkx/Rt5m1fj/egY9AnnLK8GUag1FOzZAoDXo2MwZGeSu9p6+IhLqw5oj+23PV00oNA449S4JTmrFtg9D5fn/UTtGW+Qd+IkOcePEzbkUZTOziStMD/HVfvtN9GlpHB+1mcAuDdsgDowgPxTsagDAggfOxoUShJ+mAOAoaCAgjPWQ3cNhYXos7JLLa9MQzu24LX5v1O/ehANIkL4adM+CnV6+rQyTyT0yrzfCPB0Z2Lv+9A4qqgVYj0JjbuzE4DV8j8PxuDt5kKwjwenE1N5f+l6OjSKpk3dGnbJQ/pvywh5+kW0Z+MoPB2LT4+HUGqcyNpofm1E8NMvUpyRRuqCHwDI278bn5790MWfsQxJ9B84nLz9uy0XCAHDniRv/270qcmofHzxGzAMk9FIznb7TOpUXg6uLrjWrG752yUyDI/GdSjKyEabUPZEGDfDxW/nUe/jGeQcOUH24WNUf3woDs7OXFm8AoD6s2agTUrh7LufAOBxV0M0QQHknYhFExRAjWfHgELJha9+tN6wQkFw/z5cWboKk51nGMxcvZygsc+jPRuH9mws3t3MZSp7s7lnImjcCxRnpJG20Bxj3oHdeHfvi+78GbSnT+EYFIrfgOHkHdgDJiMmbSFFCdbPTpm0Wgx5uaWW29PQ++7mtQVrzOd79WB+2rKfwiI9fVqab+698tNq8/ne0zwb5Ndrd9IoIpjqft7kFuqYs3EvVzJz6Nva9kRj9hD/6RwazX6X7IPHydp/lMjxw1G5OHNp/nIAGs1+F11iCrHTPgLAs3kjnEICyTkSg1NIILVeGY9CqeTcRyXPhvl1agcKyI+LxzUqnDpvv0Be3DkuzVtut3zkbvwdn6HjKLp41vJqEKVGQ/5u82+K99DxGLIzyFn1s9V6rq07Unh0H8Z863rPpC1Ed/oEnn2GYtIXUZyRhqZmPVxbtCdr+Vy75WPovXfx2uK/qB8WSINqgfy07TCFRcX0aW5u1Lyy8E8CPF2Z2K0tAF//tYdG1YOo7udlLkNbDprLUEvzkOKCIj3fbdjHffUi8fNwJStfy6KdR0nJyaezPW5AAllrfyXgiWfRxZ9Gey4Ozwd6o9A4kbvV/H7OgCefpTgznYwl5v2Yf3gPXl0eoujCWbRnY3EMDMan3xAKDu+1NOb9ho/FrVV7kma9iVFbiIOnebSMsSAfk94+j67kb/sDz/5Por8Uj/7SOVzaPYjCUYN2v/nGg0f/0RhzMslba/1sp3Pz9uhOHix1LWUqyMNw/fWVwYAxLxtDWpJd8lC0fzPOXQdjSL6I4cpF1M3ao3BUW55xdO46GGNeNrpt5uvaoiPb0dx1D04d+1J0aCtKb380LTtTdHDLdVtWoG7QkqIT+27KzTrx/6ncw1xHjBhhaQhqtVqeeuopXF2t784uX26/isiWzE0bUHl5E/LY4zj6+FJw5jSnX3iG4kzzUA1NQKBVj5ZCrSH08dFogkMwFBaSvWcX8TOmY7DXbGNl0B7eTbabB+5dHra8vDn9m3ctD5I7ePuVGmro4B+MpkYd0r96u8ztOjdtDQoFhQd3lJmmsqSu/RNHb2/Cx49B7edL3qlYjj81zvIePU1w0DU9E+aei4inx+EcFoqhoICMbTuInfIahtybu++v16VZPTLzCvhy9TbScvOpHRrAl+P6W6b/T8rIQVnOGyepOXnMXL6B9Nx8/D3c6NGyAaO72O/5qtydW0jx9MJ/4HAcvLzRxZ/l4lsvY7g6gYqjX4BVeUpbugBMJvwHjUDl44chJ5vc/btJ/fkHSxqVrx8hz7yMg7s7hpxsCmKOc37KBJvvGKwKns0a0HrDfMvf9Wa+DEDCvOUcHfXfRjtUluTf1uHo60ON58eh8fcj9+QpDg19yjIE3Ck02Oouv1KjIeqFp3GuHoahoID0jds4PvFlinOshzn53NMK57AQ+83ieo3cXVtw8PDEr/8wc5k6f45L77xSUqZ8/a1+W9OX/wyY8BswApWPL4acbPIO7CZt0Ry7x1oeXZrWMZ/va3aQlpNP7bAAvnzq4ZLzPTPX6nzPLdDyxqI/ScvJx8NFQ71qQcyd9ChRQXaYZbMMV5b9gdrfh+jXnkYd6E/u0Rj29nnCMmzauVoIXFOeHDQaoqdOxCWyGoa8AlLWbeHI4y9RnF1SnlQebtR+41mcQoPQZ2aRtOIv4l7/GFNxsd3yUXhwJ1luHnh0H4CDuxf6y+dJ+2KGZVIelU/pek8VEIKmZl1SP3/T5jbTf5iFZ+9H8Rk+EaWLG8UZqWT/vpD87fabPKVLk2gy8wv5ct1uc50R4s+Xj/e2TOyUlHVdGSrU8cbSjaTl5uPh7ES9sADmjn+EqKtDlx0UCuJTMlm1P4as/EK8XJ2pHxbAj2MfpmZQ6RfPV4b8PdtId/fEu+8QVJ7e6C6e48oHUy1DjlW+/lYjDTJXmp/P83l4KA7evhhysyk4tJeMpfMsaTzv7w5A6CvvWX1Xyrcfk7vdPq9w0h3dQ66rO24P9EPp7klx4kUyf/jA8t5SBy/f0tdSfkGoI2uT+d17tjZ50+ljD6FwccOpbTcULh4YUi+Rv/RrTAXm81Xp4W2VB1NuFvlLv8Kpw0O4DX8JY142RQe3oNtrvY9V4dEoPXzQH9/N/52bOKnm/zuF6foxSTcwcuTIf5Xuxx9//OdENuxv3/qfE93C7t6yi8Rnbu67Ku0h5OOFbG1g+3UEt5N7jx9C+9ecqg6jQpw6jyCmX+eqDqPC6i77i9WOtf854S2suz6W9WEN/znhLa7TpWPEDrD9nsjbSe3F69Cu/e6fE97CnLo8zhoX269huJ10KzjFpfGPVHUYFRL2+RK0q77454S3OKde4zg7rHtVh1FhUfNWk/zS0H9OeAsLfG8+2TMnVnUYFeb5/CdVHcJ/UrBj2T8nqiIubW2/H/h2Va6eyf/aSBRCCCGEEEIIcWcpV2NSCCGEEEIIIW5lJpnN9aaRAcVCCCGEEEIIIcpNGpNCCCGEEEIIIcpNhrkKIYQQQggh7hwK6S+7WWRPCyGEEEIIIYQoN2lMCiGEEEIIIYQoNxnmKoQQQgghhLhjmGSY600je1oIIYQQQgghRLlJY1IIIYQQQgghRLnJMFchhBBCCCHEnUOhqOoI/m9Iz6QQQgghhBBCiHKTxqQQQgghhBBCiHKTYa5CCCGEEEKIO4bM5nrzyJ4WQgghhBBCCFFu0pgUQgghhBBCCFFu0pgUQgghhBBC3DkUilv3U05ffPEFERERODk50bJlS/bu3fuv1lu0aBEKhYI+ffqU+zvLQxqTQgghhBBCCHGLWbx4Mc8++yzTpk3j4MGDNG7cmAcffJCUlJQbrnf+/Hmef/557rnnHrvHKI1JIYQQQgghhLjFfPTRRzzxxBOMHDmSevXq8fXXX+Pi4sIPP/xQ5joGg4HBgwczffp0atSoYfcYpTEphBBCCCGEuHMolLfsR6fTkZOTY/XR6XSlslBUVMSBAwfo1KmTZZlSqaRTp07s2rWrzKy/8cYbBAQEMGrUKLvs2uspTCaT6aZ8kxBCCCGEEELYWe7+tVUdQpk+/H0306dPt1o2bdo0Xn/9datliYmJhIaGsnPnTlq3bm1Z/uKLL7Jlyxb27NlTatvbt29n4MCBHD58GD8/P0aMGEFWVhYrVqywR1aAW+w9k38FNqjqECqkc/Jx8r95parDqDDX0TNY61G3qsOosC45MVyKO17VYVRIWHQDtjduWtVhVFi7IwdZH9awqsOokE6XjrHasXZVh1Fh3fWx7LirWVWHUWFtDx0ge+bEqg6jQjyf/4QtdZtUdRgV1j7mMAfvb1fVYVRI0w3bST++s6rDqDDfBm3Y165VVYdRYc237+ZYjw5VHUaFNPx9E+dG9KjqMCqsxpzfqzqEO86UKVN49tlnrZZpNJoKbzc3N5ehQ4cye/Zs/Pz8Kry9f+uWakwKIYQQQgghREWY/sOsqTeLRqP5V41HPz8/HBwcSE5OtlqenJxMUFBQqfRnz57l/Pnz9OzZ07LMiXt33AABAABJREFUaDQCoFKpiI2NJSoqqoLRlybPTAohhBBCCCHELUStVtOsWTM2bNhgWWY0GtmwYYPVsNe/1alTh2PHjnH48GHLp1evXnTo0IHDhw9TrVo1u8QpPZNCCCGEEEIIcYt59tlnGT58OHfffTctWrRg1qxZ5OfnM3LkSACGDRtGaGgo77zzDk5OTjRoYP3IoJeXF0Cp5ZVJGpNCCCGEEEKIO4fizhh8OWDAAFJTU5k6dSpJSUk0adKEtWvXEhgYCMDFixdRKqs2r9KYFEIIIYQQQohb0Pjx4xk/frzNf9u8efMN150zZ07lB3SdO6PZLoQQQgghhBDippKeSSGEEEIIIcQdw8StO5vrnUZ6JoUQQgghhBBClJs0JoUQQgghhBBClJsMcxVCCCGEEELcMUx3yGyutwPZ00IIIYQQQgghyk0ak0IIIYQQQgghyk2GuQohhBBCCCHuHDLM9aaRPS2EEEIIIYQQotykMSmEEEIIIYQQotxkmKsQQgghhBDijmFSKKo6hP8b0jMphBBCCCGEEKLcpDEphBBCCCGEEKLcbtthrmEjBxIxdiTqAD/yTsZy6uW3yTl03GZahUpF5ITHCR7QG01QAAVnz3P6zY9I37TDkqbdvnU4Vw8ttW7CDws5NWWG3fKx+PAZ5u2PIz1fS7S/Jy92uIsGwT5lps/VFvH5jhNsOnOZbG0Rwe4uPH9fY9rVCAZgyZGzLDlyjis5+QDU8PXgyVZ1aRsZbLc8VH/iUSInPIY60I/c46eIeWEG2QeO2UyrUKmo8dyThD7aG01wIPmn44mb9iFp67db0ji4uVDr1YkE9uiE2t+HnKMxxLz0NjkHbR/fyrJi9R/8snwlGZlZREVG8PToUdSJrmUz7ep1f/Hnxi2cv3ARgOiaNRg1bLBV+ozMLGbPmc+Bw0fIy8unUYN6jB89irCQELvlIXhAf0KHD0Pt50t+XBxn332fvOMnbKZVqFSEjRpJQM8eaAICKDx/gfhZn5K1c6fN9GGPjSBi4gQu//Qz8R/MtFseAMKGDyT8qRGo/f3Ii4kl9rV3yDlc9vkdMf5xgh/uZT6/z53nzNsfk7655Pxuu2stztVsnN9zFhH7qv3O73/Dp93d1HhuFJ5NG+AUEsD+fmNJXrWhSmO6VlD/R8xlyteX/LjTnHvvffJO3KBMPTYS/x490AT4U3jhAuc/+ZSsnbtKtvfIwwQ9/DCaEPNvUsG5cyR8O5usHbbLXWVRN2mHpnlHFK4eGFIvo92wDEPSxbJX0Djj1K47jrUaoXByxZiTgXbTrxTHnwTA/YmpKD19S62mO7QN7YaldslDyKMDqPbYcNR+vuSdiuPMjPfIPVb2eVH9yccI7N0TTWAABfHnOffhJ2RuL9nP4eOeImL8U1brFZyLZ1/3h+wS/9/8evclsP8gHH18KDx7loTPPqYgNqbM9P59H8G/10OoAwIpzs4ic+tmEr/7BpO+CAClszMhI5/As929OHp5U3AmjktffEJB7Cm75mPZHxtYsPIPMrKyqRlRnWdHDaZerRo2027evZ95y1dz6UoyxQYD1YIDGdizC13va2NJ89Zn37Hmmt8tgJZNGvDxa8/ZLQ8BffsRNGgIjj4+FJw9w8WPPyQ/5qTNtAoHB4KHDse3azfUfv5oEy6S8NUX5OzZbUnj1rgJwY8OwaV2bdR+/pye8iJZ27baLf6/+XTvg3/fAai8fdDGnyXxm08pjCv7+Pv26odvt144+gdSnJNNzo4tJM2djUmvB6D29wtRBwaVWi/99xUkfv2JXfLgcX93PLv2xcHTm6KL8aT/9A26+Liy0z/QC48O3VD5+mPMzSF//w4yls615MEpuj6e3fqhCY9C5e1L0qdvUXBwd5nbu9OYZDbXm+a2bEwG9u5C7ekvEvPiG2QfPEr1J4fSdNE37GjbE31aRqn0UZOfJvjhHsQ89zr5Z+Lxva8tjX/8hH09hpB73Pxjs6fLQBTKkoLnVrcWzZZ8R/Jvf9otH+tiE/hoy1Fevr8pDYN9WHDwNOOWb+PXkQ/i4+JUKr3eYGTMsm34uGh4v0crAtycuZJTgLuToyVNgJszE9o1oLq3GybgtxMXeGblThYO6USUn2el5yGob1fqvP0SJya9Ttb+o0SMHcbdy2ezrVk3imwci1qvTSRkQE+OT5hKftw5/O5vx10LPmN350fJPWq+mGjw2Vu41avF0SdfQpeUQsiAnjRf+QPbW/RAdyWl0vMAsGnbDr7+bg6Txo2mTnQtlq/6nZemvsmcrz/D26v0fjvyP/buOzqK6m3g+HdLdtN7TyCB0HsHEUSRItJRpEhTUaTYsGJHf9h77wqCoiiCld577ylAEtJI39TN7mbL+8diwpKNGskS5H0+5+w5ZPLcyb3MnZ25Ze4cPU7/a/rQtnVLNG5uLP1xBY88/Ryfv/8WIUFB2Gw2nl7wMmq1iueeeAwvTw+WrfiFh5+czxcfvI2He83je7GCBw+iyUNzOfW/Fyg9epSoW2+l3Yfvs3/kaCoLdTXiY+bMImTojZya/zz6lFQCel9F6zdf48jU2yhPSHSI9W7bhvCbb6I8sfYLW30JGz6YFk8/TPy85yk5eIRG0yfTefHH7Og3nMoCJ+f3I/cQPmYo8Y/MR38qhcB+venw2VvsGzmZ0uP283vP0AkoVOed3y2b02Xpp+T+ttrl5fk7Ki9PSo4kkv7Vj3T74f2Gzo6D4EEDafLgXE4veIHSY8eInDiRth+8x4FRY6jU1axTjWfNJGTojZx+/n9VdarV669xdNrtlCfa65QxJ4cz775LRVoaoCB0+DBav/kGh8ZPpCI52SXlcGvZGfdrR1Ox7nssZ1PRdrkWr5tnUvrFAmz6spoJlCq8xs7Cpi9F//OXWMuKUfoGYDNWVIWULX7dYel5ZXAE3rfMpjLpkEvKEDJkEHGPPkjSswsoPXKUqCm30v7TD9h740in53fsfbMJGz6UpKefQ5+cQkCf3rR99w0OTZxKWXz1+V1+8hSHb59R9bPNbHFJ/v8UcG1/ou+eQ9pbr6FPOEHomFto9vIbnJg2AXNRUc34/gOJuvNuzrz6EuXHj6KNbkTMI08ANjI/fA+AmAcfw71JU868+DyVBfkEDhhM81fe4sQdk6jMz3dJOdZt3807Xy3l4RlTaNu8Kd/9upYHnn+db999kUA/3xrxvt7eTL1pGDFREajVarbvO8QL739OgJ8PvTq3r4rr1bk9T8y+o+pnNzfX3aYF9h9Aozn3cea1lyk7cZywW8bT4o23ODphHOaimnUq6q67CRo0mNSXX8SQdgbfHr1o/sJLxN99F/qT9muDysMD/amT5P32C81feNlleT+fX9/riJg+k6z37Z0SwSNvpslzr5A4YwqW4qKa8f2uJ3zaXWS8/Qr6+GNooxoRff+jAJz97AMATj1wt8M9oTamCU0XvE7x9k0uKYNXj74EjZ9O3sL3MSYn4jdoJOEPPUf6YzOwlhbXjO/Vj8Cx08j7/G2Mp+JxC4siZPr92GxQuPQzABRad0xpyZRuWUv4vU+4JN9CQB2nuVZUVPDrr79W/Txv3jzmzp1b9Xn44YcxGAz1nskLxdw9hYzFP5C1dAXlScnEP/wclgoDUROc96ZGjh1Oytufkr9+KxVnMshY+B3567cSM3NaVUxlgQ5TXkHVJ3hgP/Qpaeh27HVZOZbsT2J0uyaMbBdL0yBfnhjQBXe1ipXHUp3GrzyWQonBxOsjetMpKphIPy+6NgqhRYh/VUy/uEj6NI2gcYAPMQE+zOnTDk83NUfP1rwJrw+xc6aSvnAZmUt+ojzxNMfvf9Z+LCaPcRofOX4Eya9/Qv6aLVSkZpD++VLy1myhyT3TAFC6awkbOZCkp19Dt2Mf+uQ0Tr34PvrkNBpPn+CSMgD8sOIXbhw8gBsG9Ce2cSPunzUDrVbLqrXOR4gef+h+Rg69gWZNm9C4UTQP3jMTm9XGwcP2EdmMrLPEJyZx/8y7aNWiGY2io7h/1l2YTCY2bN7mdJ8XK2ryrWQv/4nclT9TkZzCqf8twGIwEDZqpNP4kKFDyfjsC3TbtmPMzCR72Q/otm0naspkhzilhwctX1zAyfnPYy4pcUnez9f4rilkfvsjZ79fQfnJZBIeew6LoYLI8c7P74gxw0h99zMKNmylIi2DzK+/p2DDVhrPmFoVU1l4wfk94Br0qWnodu5zeXn+Tt7qLSQ98xY5K9c1dFZqiJw0iZzlP5H78y9UJKdwesELWAwGQmupU6HDhpLx+QV1avt2IidPqorRbdmKbtt2DGnpGNLSSHv/Ayx6PT4d2jvdZ33QdLsW09EdVB7bjbUgh4q132OrNKFp18t5fPteKNw90a/4DEtWCraSQiwZp7HmZVXF2CrKselLqz5ucW2x6PKwpJ9ySRmip07m7LLl5Py0Ev3pZE4++z+sBgPhY0Y5jQ8bMZS0Tz6ncMs2DBmZnF26jMIt24ieNsUhzma2UJlfUPVx1qCrT6E3jyf/918oXP07hjOppL31KlajgaAbhjmN92rbjrJjR9FtWIspJ5vS/XvRbVyHV8s2ACg0Gvyv6UfmJx9QdvQwxqxMzi76AmNWJsHDXTfCuvSXNYwYcA3D+velSaMoHpkxBa1Ww6/rtzqN79KuFf16diU2OpLo8FDGDRtEXEw0RxJOOsS5qdUEBfhVfXy9vVxWhrDxE8j7ZSX5v/+GITWVM6++jNVgIHiY82MRNPgGzn69kOJdOzFmZZG3YjlFO3cSPn5iVUzxrp1kfvoxRVs2uyzfFwoeNRbd6t/QrVuFMf0Mme+/gdVoIHDgEKfxXq3boo8/RvHm9VTm5lB2cB9FWzbg0bxVVYylpBhzka7q49vjKoxZmZQfPeySMvgNHkXJ5tWUbVtHZVY6+Qvfx2Yy4nPNQKfx7s1aYzwZT/muzZjzc6k4fpCy3Vtwb1o9O6ri6H50yxejP7DT6T6EqC91akwuXLiQjz/+uOrn9957jx07dnDw4EEOHjzI4sWL+fDDD+s9k+dTuKnx6dCGwq3nDdXbbBRu2YVft47O02g0WI0mh21WgxH/Hp1r/RsRNw0j89uf6i3fF6q0WInPKaJnTGjVNqVCQc+YMI6cLXCaZvPps7SPCOKlDQcZ8NEvjF24hs93x2Ox2pzGW6w2ViekU2G20CGy5nSsi6Vwc8O3U1sKNp73RWWzUbBpJ/49OjlNo9RqsBiMDtusBgMBvbra96lWoVSra4npUq/5/1NlZSVJp07TpWOH6nwqlXTp1IET/3Akzmg0YbZY8PH2rtongEajcdinm5sbx07UPp3r31Ko1Xi3bk3Rrt3VG202inbtxqdDB6dplBo3rKYL/p+NRnw7dXLYFvf4YxRu2Ubx7j31ne0aFG5qfNo7Ob+37sK/Sy3nt1aD1ehYDovBiH/32s/v8DHDyFrquvP7SmCvU60oOv+422wU795Ta8NP4eaG1VTzu9a3cyfnf0SpJHjwIFQeHpQeOVJPOb/wb6hQhTXCfOb8c9mGOS0JVWSs0yTquHZYslLxuH4sPjP/h/e0x9D2HAi1rQ6oVOHWuhuVx3Y7//1FUrip8WnbGt1Ox/Nbt3M3vp1qO79rnhdWgxG/ro7nhUdMY3ptXkOPNb/S6pUX0EbUnNpXXxRqNZ4tWlB64LxOHJuN0gP78GrT1mma8uPH8GzREs+WrQHQRETi16MXxXvs1x2FSoVCpcZ2Yb0zGvFu5/z/5mJVVppJPJ1Ktw7VeVYqlXTv0IZjSX/fmWCz2dh35ARpWdl0atPS4XcHjydw4233Mv6eebz68SKKS52MnNcDhVqNV4uWlOw7r8PcZqNk31682zo/v5VuNe+lbEYj3h2cfzdfCgq1Go9mLSg7tP+8TNkoO3QAz1a11Kn443jEtcCjhb3x6BYWgU+3npTuc37+KtRq/K8diG7tH/WefwBUarSxzag4cah6m81GxfFDuMe1cprEcCoeTWwc2iYtAFCHhOHZoRv6Iw3fQXrZUCgu388Vpk7zJ5YsWcIjjzzisO2bb76haVP7MwKLFy/m/fff54EHHqi/HF5AExiAUq3GlOfY4DLlFeDVvInTNAWbthMzYwpFO/ehT00nsG8vQm+8HoVK5TQ+dMj1qP18OLt0RX1nv0pRhRGLzVZjOmugp5bUQuejP5nF5exNz2VIq8a8M7oP6UVlvLT+IGarjRlXtamKO5lXzLSlGzCZrXho1Lw+/CqaBtWcdnOxNEH+To+FMbcArxbOj0X++m3EzplWNeoYdO1VhA0fWHUsLGV6dLsP0uyRmRxOPI0xt4CIsUPx79EJffJfPN90EYpLSrFarQQE+DtsD/D3Iz0j8x/t49OvviYoMICu527sGkdHERoSzGcLF/PAnLtx12r5YeWv5OUXUOhkeuDFcgvwR6FW15gGWllQiGeTWKdpdDt2Ejl5EsX7D2BIz8C/Zw+C+l/ncF4E3zAI79atODRxstN91De32s7v/AK8mjmvU4Wbd9D4zinodu+nIjWdwD69CB1yPQql8/M7ZPD1qH19yFq2st7zfyWpqlOFFxyLggL8YmOdpinauYuoSbdScsBep/x69CCof3+HKcYAns2a0WHhlyg1GiwVFSQ8+BAVySkuKYfCwwuFUoWtvNRhu628FGVgqNM0Sr8glI2bUxm/n/LlH6HyD8F9wFhQqjDuXFUj3q15exTuHphc1Jh08w84d347HovKgoJaz+/CbTuJnjaZ4n0HqEhLJ+CqngQP7O9wfpceOUrC409TkZKKJiSYmNl302nxF+wbfjMWvb7ey6H280OhUmPWOX5PmXWFuDeKcZpGt2Etaj8/Wrz9AQqFAoVaTd7PP5HzzdcAWCsqKDt+lPBJ0zCkpVKp0xHYfwBebdpizPpn3991VVRaisVqJdDf8boa6OfHmczsWtOVlesZeddcTJVmVEoFD905mR4dqxs8PTu3p1+vrkSGBpORncfH3/zI3P+9wScvPIlKVb/Pf6n9/jy/L7hmFOpwj4l1mqZ4zy7Cx0+g9PAhjJkZ+Hbtjn+/ax2mg15qKl8/FCpVjWm55iId2ujGTtMUb16P2tePpi+/U1WnCn5fSd6yJU7jfXv1QeXtjW59zXO/Pqh8fFGoVDWm5FpKinCLiHaapnzXZlTevkQ+8TJgL0PJht8p+nWZS/IoxF+pU2Py1KlTtG9f3WPl7u6O8rwvkR49ejB79uy/3Y/RaMR4QY+pVqutS1bqJPHJl2jz+rP03v4LNpuNitR0spauILK2abETx1CwYRvGnDyX5enfsNpsBHpqeXJgV1RKBW3CAsgrq2DRviSHxmRsoA/fThpImamS9UkZPL16L5/dcq1LGpR1Ff/IC7R79zn67vvNfixS0slY8hPRk6qnxR6561Hav7+A65K2YDWbKTl8grM//IZvJ+e9jA3t22XL2bh1O6+/ML9qJFKtVjP/8Ud47Z0PGDVhKkqlkq6dOtCja2dszgeSL7nkV16l+dNP0XXFcnsvaEYGOSt/IWzUCAA0YWE0feRhjs2YVaPX/3KS+PRLtH7lWXpv+tlep86kk/XdSiLHj3IaHzV+NAUbt2G6zM7vK0Hyq6/S7Kmn6LL8R7DZMGRkkPvzz4SOHOEQV5GayqHxE1B5exM8YADNn5vP0el3uqxBWWcKBTZ9GRVrloLNhjUnA4W3H9ru/Z03Jtv1wpwSj63c9dPA/6nTL7xCi+eepvtvP9nP7/QMsn/6mfAx1VOUC7dWL/ZSnnSSkiPH6LX+d0KGDCL7xxUNkOuavDt2JnziZNLfsS8Mo42MptHs+6iclE/24oUApL74PDEPz6P99yuxWczoTyah27gOz+Yt/2bvl5anhzsLX5uP3mBk39ETvPPVUiLDQunSzj76NLBPz6rYuJhGNIuJZuzsRzl4PIFuHdrUtttLJu3tN4l9ZB7tl9jPC0NWJvm//0rIUOfTYi9XXu07EnLLrWR9+Bb6xHi0kVFE3DmH0PGTyV36dY34gEE3Urp/N+ZC57PGGoJ7q/b4D7+F/EUfYkhOxC00kuBb78R/xHiKfl7a0NkT/8/UqTFZVFTk0AjMy3O8GbNarTUaic68+OKLzJ8/32HbM888w9X/IA+mQh1WsxlNiOO0TU1IEMZc5w/aVxboODztPpRaDW4B/hizc2n25ANUnMmoEeseHUHQNb04fPv9/yA3/56/hxaVQkGh3vEZ00K9kSAv54uzBHu5o1YpUSmrh8ibBPqQX26g0mLF7VzPpZtKSeMA+3TLNmEBHM/R8c2Bkzw5sGu9lsFUUOT0WGhDgzDm1H4sDk68x34sAv0xns2lxfwH0adWH4uKlHT23DgFlacHah9vjDl5dPzyDYeY+uTn64NSqUSnK3LYrisqJvCC0coLfb98Jd/++BOvPv8McReMELRoFscn77xOWXk5ZrMZfz8/Zj/4GC2axdVvAYBKXRE2sxm3IMeVgN2CAjHlO78AmnVFxD/wIAqNBjd/P0y5ecTefy+GTHtvvneb1miCgui8tLq3VqFW49u1C5Hjb2F7915gtdZvOWo7v4ODMOU6L0dloY4j0y84vx+v5fyOiiCwby+O3Om62RNXiqo6FXjBsQgKwlTg/Pw264pImHuuTvn5YcrLI+beezBmOo4Q2cxmDOn241Men4B32zZETpjA6QUv1Hs5bBXl2KwWFF4+DtsVXj41Riur0pSXYLNaOL/nx1qYg9LbD5QqsFYvUqPwDUAd0xL9ys/rPe9/qizSnTu/HY+FW1AQploWmKnU6Th+zwPnzm9/TLm5NHnwPgx/MdvCUlqKPjUNj8aN6jX/fzIXF2OzmFEHOH5PqQMCa4yA/ynytukUrl1Nwe/29RoMKcmoPNxp/MAjZC9ZBDYbprNZnJx7D0p3d5SeXpgLC2jy5HyMZ7Oc7vNi+fv4oFIqKSxy7DwoLC6uMVp5PqVSSXREGAAtmjTmTEYWi5b/WtWYvFBUeCj+vt5kZOfUe2PSXPzn+X3BNSMwoMYIeFWaoiJOPf4oCo0Gta8flfl5RM+cjTHLNf/P/4SlpBibxYLaP8Bhu9o/oMYI+J/CJt1O0YY16Nb8DoDxTApKrTtRcx4k97vFDue9W0gY3h27cOaFZ1xXhtISbBYLKj9/h+0qX38sxc5nMgWMnkTZjg2UbrEvElmZcYZCrZbgaXMo+uU7Lpte6wYkq7leOnX6n46OjubYsdpfz3DkyBGio50PyZ9v3rx5FBcXO3zmzZv3j/JgqzRTeuQEgX2re/BQKAjs25PifX/9YLTVaMKYnYtCrSZs2EDyVm+sERM5fjSm/ELy17p2KWs3lZLWYf7sSatendRqs7EnLZcOEc6fb+wYFUR6URnW874kzujKCPZyr2pIOmO12ai01O9NP4CtspKSQ8cJuva8RSwUCoL69aJoz6G/TGs1mjCePXcsRg4k97eaC91Y9BUYc/JQ+/sSfP3VTmPqg5ubGy2axXHwSPXrTKxWKwcPH6FNyxa1plv64woWf/cDLz37FC2bN6s1ztvLC38/PzKyskg6dZqre3av1/yD/ea8LD4e/549qjcqFPj37PG3z6LZTCZMuXko1GqCrr+ewo32hROKd+/hwE1jOThuQtWn9Nhx8n7/g4PjJtR7QxLOnd9HTxDY54Lzu08vig788/M79MYB5K1xcn6PG2U/v9e7fqn6/zp7nUrA7/z6qlDg16M7pUecv/qnKq3JhCmvuk4VbPqbxTgUShTnPV9cr6wWLDnpqBuffy4rUDdugSUr1WkSc2YKSv9goLrjThkQirWs2KEhCaBp1xObvhRzsvPXKdQHW6WZ0uPxBPRyPL8DevWg5NA/Ob/t50XIwOspWL+p1lilpwcejaIx5blmBVSb2Yw+KQmfzud1bCoU+HTuSvkJ56+bUWrdsV1wY2z783p2wbNHVoMBc2EBKm8ffLr3oGiHaxY7c3NT0zIulv1Hq4+51Wpl35F42rWo/VpwIavNRqXZXOvvcwsKKS4tJ+hvOjX/DZvZTHlSIr5dHc9v367dKTv+9+d3ZX4eCpWKgH7XorsEr/6oNS9mMxWnkvDqeN6aCgoF3h27oE+ovU5d2NiyWZ3XqYCBN2AuLqJ0rwsXsbGYMaaewqPNec+eKhR4tOmI4bTz15sotVqw1lIGrrxn8sTlrU4jkzfeeCNPP/00Q4cOxf2CVxtUVFQwf/58hg4d+rf70Wq1FzWt9cxHi2j7zgJKDh2n5OAxGt81CZWnB1nnnnFs++4LGLNzObXgLQB8u7THPTyM0uMJaMNDafrwLFAqSH3vC8cdKxREjh9F1vcrsVlcuzw6wK1dW/DMqr20CQugbXgg3xw4SUWlmRFtYwF46o89hHp7cE9f+9TisR3j+P7QaV7deIjxnZuRpivjiz0JjO9cffF6d+tRejcJJ8LHk3KTmVUJaexPz+P9m/q6pAyp7y2k/UcvUnzwGMX7jhI7yz6imLnYvrhJ+49fwpiVQ9L8NwHw69YB94gwSo7G4x4RRrN5s1EolKS8Xd2rH3z91aBQUH4yBc+mMbR8/iHKT6ZU7dMVbh41nJfffJcWzeJo1aI5P678FYPByOAB/QF46Y13CA4KZPpU+6qU3/7wEwuXLOXxh+4nPCyk6jlID3d3PDw8ANi8bQd+fr6EhgSTkprG+59+wdU9u9OtSyeXlCHz6yW0eH4+ZcdPUHrsOJGTJqLy8CBnxc8AtPjfcxhzcznzjn05fe/27dCGhlKWkIg2NJTGM2egUCrI+OorACx6PfpTpx3+hrWigsqi4hrb61PaJ4to8+YCSg4fp/jQURpPn4zKw4Oz360AoO1bCzBk53L6Jfu7vnw7t0cbHkrZ8UT7+T13JiiUnPnwS8cdKxRE3DKKsz/8fEnO739K5eWJV7PqZ3s8m0Tj27EVpsJiDOlnGzBnkLV4Mc2fm0/ZiXjKzr0aROXhQe5Ke51q/vx8TLl5nHn3XJ1q1w5NaAjliUloQ0NoNMNepzK/Wli1z5h75qDbvh3j2WxUXl6EDLkBv25dOT5rjsvKYdq3CY8ht2LJScNyNg1N134o3DRVzzh6DLkVa1kxxq320S/T4W1oO/fFvf8YTAe3oAwIQdtzIKYDFzaKFWja9cR0fC/Y6r9z5XwZC7+m1YvPU3rsBKVHjxE15VaUHh5k/2R/9rflS89jyskl5c13AfDp0A5tWChl8Ylow0KJmX03KJWkff5V1T6bPvwABZu2YMg8izY0hNh7ZmKzWsj9zTXPhgHk/rCUmEefQJ+UgD4hnpCbbkHp7kHB6t8AiHn0SSrz88j63L7YX/HO7YTePI6KU0n2aa5RUUTcNp3indurOrR8uvVAoVBgSE9DGxVF1F2zMaalUbDqN5eVY/zwQfzv3c9oFRdLm+ZN+e7XNRiMRob17wPAc+98SkigPzMnjQVg0fJfaRXXhKiwECrNZnYcOMKqzTt5+C778+j6CgNffL+Sa6/qRpC/H5nZubz/9fdEh4fSs1M7l5QhZ+m3NHniKcoT4imPP0HYLeNQeriT/5v9/63Jk09TmZdHxsf2hRW92rRFExyC/lQSbsEhRN0+HZRKsr9ZXLVPpYcH2qjqQQVtRCQezZpjKS3BlJPjknLkr1hG9AOPUXEyiYqkeIJG3ozS3R3dOns9jp47j8qCPHIW2l+ZUbJnB8GjxlKRfNI+zTUiirBJt1OyZ6djJ6lCQcCAG9CtX+2SztPzFa9eQcidD2BMOYkxOQm/QSNRaN0p22pf5TvkzrmYdQXofrB/l+oP7cFv8CiMackYTyfiFhZB4JhJ6A/tqfouUmjdcQurfse4W3AYmsZNsJSVYSmUxzxE/alTY/Lxxx/n+++/p2XLlsyZM4cWLew9vYmJibz33nuYzWYef/xxl2T0fDkrV6EJCiDukTloQ4MpPZ7AgQl3Vy3a4R4V4XDiq7Ra4h67B4+YaCzlevLXb+X47HmYSxynOAVecxUejSLJ+ubSrPI4uGUjdHojH+44QYHeQMsQP94b06dqmmt2qR7leb1k4T6evDemL69vOsy4RWsJ9fZgQudmTOtePUWmUG/k6VV7yS834K1xo3mIH+/f1JdeMWEuKUP28j/QBAfQ/PF70YYFU3I0nn033VV1LDyiHY+FUqul+VP34hHbCEu5nrw1Wzhy16OYi6uPhdrXhxbPPoB7ZDgmXTE5P6/h5HNvYfuLHtyLdV3fqykuLuarJUvR6YqIa9qEl+Y/WTXNNTcvH8V5x+KXP1ZTaTYz/6XXHPYzZcItTJ04DoCCQh0ffv5V1XTZQf2vZdK4m11WhvzVa3ALCKDxrJlogoMoT0zk2Kw5VQssaMPDz+u5tK/2GDN7Fu7RUVj0enTbtpP0xJNYXLR64D+V88tq3IICafrQbLQhwZSeSODg5Lurpuu6R0VgO69HVqnVEvfwPXg0jsai11OwYSvH7nu85vndtxce0ZGX3Squfl3bcdX66ud02rxm/w5NX7ScI3f8sxkbrpK/Zi3qgAAaz7wbTVAQ5YlJHJ99zwV16vxjca5ORUVh0Veg276Nk089haWsuk65BQbQ/Pnn0AQHYy4rQ3/yJMdnzaF4t2sWrwGoTDyIwtMb96tvROHpiyUvg/IfPsKmt9cRpW+Aw0iFrbSI8h8+xP260XhPfRRrWTGmA5sx7nF8fYs6pgVK30Aqj7n+ReB5f9jP79h7Z6IJDqYsPpGjd82qWnTLPSLCYaRCqdUSe+9sPBqdOy+2bCPh0SexlFafF9rwMFq/9iJu/v5UFuooPnCQg+OnOH2HaH3RbdqA2s+fiGnTcQsIpOL0KU499iDmc39TExrm0DA/u3ghNpuNiNvuRBMcgrmoiOJd28n6/JOqGJWXN1HTZ+AWHIKltATd1s1kffEJuLDTaMDVPSkqLuXTpSsoLCqmeZPGvPHkXALPvZc4J7/A4fpdYTDy2ieLyC3UodVoiIkK55n77mTA1fZZGCqlklNn0vl903bK9HqCA/zp0bEdd00YjcbNzWkeLlbhhnWo/f2Jmn4nboFB6E+dJOnBB6qmh2rCwh3rlEZD1J0z0EZGYqmooHjXDpKfn+9wfnu1ak2rdz+o+rnxvfcDkP/7b6S88LxLylG8dSNqPz/CJk1DHRCIIfk0KU8/WrUoj1tIqMN9SO7Sr8FmI2zSHbgFBdtHHvfsJPvrzxz2692pK5rQcNet4nqe8j1bUfn4ETB6Emq/AIxpyWS//jSWkiIA1EEhDueF7uel2Gw2AsdMQhUQhLW0mPJDe9D9WH0t0TZpTuRjL1b9HDTxTgBKt60j77O3XF6mhmaTEdpLRmG7cP7I30hJSWHmzJmsXbu2auqJQqFg4MCBfPDBB1Uru/4ba8Nc0/t2qQzMOUb5x//9F8N6zVjAKt/WDZ2Ni3ZDSTwZSbVPy/4viG7Rjm0dXfNKlEupz+EDrIt23XsEL4UBGUf5ze3yWtDj3xhamcj2zvX7/HRDuPrgfopfu6+hs3FR/B56m82tOzV0Ni5av/hDHLi+T0Nn46J0Wb+NgmM7GjobFy2oXW/29nH+/tT/ku7bdnF02HUNnY2L0v7XjSRP+28tTuRM069+/fugy1D+scv3/ZrB7a5q6CzUqzqNTAI0adKEVatWUVhYyKlT9vcpNWvWjMALHuIWQgghhBBCCHHlqnNj8k+BgYH06NHj7wOFEEIIIYQQ4hKR1VwvHfmfFkIIIYQQQghRZ9KYFEIIIYQQQghRZ/96mqsQQgghhBBCXHYUsprrpSIjk0IIIYQQQggh6kwak0IIIYQQQggh6kymuQohhBBCCCGuGDYZL7tk5H9aCCGEEEIIIUSdSWNSCCGEEEIIIUSdyTRXIYQQQgghxBXDJqu5XjIyMimEEEIIIYQQos6kMSmEEEIIIYQQos5kmqsQQgghhBDiimFTyHjZpSL/00IIIYQQQggh6kwak0IIIYQQQggh6kymuQohhBBCCCGuGDZkNddLRUYmhRBCCCGEEELUmTQmhRBCCCGEEELUmUxzFUIIIYQQQlwxZDXXS0f+p4UQQgghhBBC1JnCZrPZGjoTQgghhBBCCFEfshKPNHQWahXZskNDZ6FeXVbTXH/3bNXQWbgoN+oTKDi2o6GzcdGC2vVmXXT7hs7GRRuQcZQvNzZ0Li7ObdfBb24tGzobF21oZSKJ4wY3dDYuSsvvVrO9c9eGzsZFu/rg/iumTh0a1Lehs3FROq3Zypm7RjV0Ni5azCcrrojr9097LA2djYs2uoeKDbH//RvV/qlHWB3UtqGzcVEGFxy/Yo7Ff5FNIau5XioyzVUIIYQQQgghRJ1JY1IIIYQQQgghRJ1dVtNchRBCCCGEEOJi2JBprpeKjEwKIYQQQgghhKgzaUwKIYQQQgghhKgzmeYqhBBCCCGEuGLYFDJedqnI/7QQQgghhBBCiDqTxqQQQgghhBBCiDqTaa5CCCGEEEKIK4as5nrpyMikEEIIIYQQQog6k8akEEIIIYQQQog6k2muQgghhBBCiCuGrOZ66cj/tBBCCCGEEEKIOpPGpBBCCCGEEEKIOpNprkIIIYQQQogrhqzmeunIyKQQQgghhBBCiDqTxqQQQgghhBBCiDr7z05zjZkxkSb334E2LJjSowkcf/B/FO876jRWoVYT9/BdRN06CvfIMMqTUkh46jXy126rilF5e9Hi6XsJHzEATUgQJYfjOfHwAor3H3NpOX78Yz1LVv5BYVExzWIbM/eOW2nTvKnT2E279rFo+W9knM3BbLHQKCKM8cNvYMi1vZ3Gv/LxQlas2cR9t01g3LBBLitD9NTxxNw9DU1IMGXxiSQ+9SIlh5z/vynUamLnTCfi5hFow0PRJ6dy6oU3Kdi0vSrm6p2r8GgUVSNt+ldLSXxyQb3l22azsfWXdzi8bRnGihKi4roweMKzBIbF/mW6/ZuWsHvN55SX5BEa3YqB454iskmHqt8veX0y6Sf3OKTp1HccN9z6XI19VZTp+OJ/IyktyuH+N/bi7ulbL2X7O4F9utH0wTvw69IO98hQ9t00i5yf11+Sv/1P+A8aTuDwm1H5B2I8k0zulx9gOJ1Ya3zAjaPxHzgUdXAolpISSndvJf/bL7BVVtaIDRx5CyET76Dw95/IW/iRK4tB+C1jiZo6BU1QEOVJJ0l++RXKjh93GqtQq4m+/TZChg1DGxpCxZkzpL79DkU7dlbvb+zNhN98M9rICAD0ycmkf/IpRdt3uLQc/8TlXqeCh48mdOwE1IGBVCSfJvP9t9AnxtcaHzJ6LEHDRqEJDcNcUkTR1s2c/fxjbJUme4BSSfjk2wi4fhBuAUFUFuRTuPYPcpYsvEQlsvO+dgh+g0aj8vPHlJFK4befYko9WWu8z/XD8el3A6rAYKxlpegP7EC3/Gsw1zxXXOW/eP3eufYbNv/+BWXF+UQ0asmIKU/QKK5DrfFHdq9i7Y/vosvPJCgshiHj5tKqUz8ALOZK1vzwDgmHt1CYm4G7pzfN2l7FkHFz8Q0IrdrHhpUfkXBoC2fTElCp3Xj24931Vp4/RU0eR+MZf16/k0h65kVKD9d+/Y6ZdQcRN41Ac+76ffqltyjcvN0hThMWSrPH7ifo2j4oPdypSE0n/uGnKD16ot7z/6dGd0ygyZzb0IQGU3o8kYTHXqD4QO11qun9dxI5fgTaiDD0p1JJmv8G+Ruq6xRKJc0enU3E2GFoQ4MxZueS+e1Kkl933TXjSjkWlwtZzfXS+U/+T0fcNIRWLz3GqRfeZ3vvMZQcTaTHys/QhAQ6jW/xzH00vmMcJx78H1u6DCXt86V0Xfoevh1bV8W0/+B5gvv35tAdj7K1+wjy12+nx69foo0MdbrP+rBu+27e+Wopt98yki9ffZZmMY144PnXKSwucRrv6+3N1JuG8cmLT7Lojee58bo+vPD+5+w6WPMLc/Pu/RxPOk1woL/L8g8QNnwwLZ5+mOQ3P2LPkFsoPZFE58Uf4xbk/FjEPXIPUZNuJvHpF9nVfxQZX39Ph8/ewqdtq6qYPUMnsKXztVWfA+PvBCD3t9X1mvfdaz5l/8avGTzxWaY8+j1uGg++e/cOzJXGWtPE7/udDT+8SJ9hs7nt8Z8IjW7Fd+/eQXlJgUNcxz63MOflbVWf68Y84nR/v3/9BCFRLeu1XP+EysuTkiOJHLt3/iX/23/H56p+hEy5i/wfl3DmsdkYzyQT/fgCVL5+zuOvvo7gCbeT/8MSUubeSfbHb+B7VT+Cx99WI9Y9rgV+A4ZiOJPs6mIQPGggTR6cS/rHn3Bo4q2UJyXR9oP3cAsIcBrfeNZMwm4aQ8orr3DgprFk//AjrV5/Da+W1fXDmJPDmXff5fCtkzh862SK9+yl9Ztv4NHUeQfUpXQ51yn/fv2JnDGH7MVfkThrOhXJp2j6wuuo/f2dx183gIg7ZpC9+EsSpk8i/Y2XCejXn4jb76qKCb3lVoKHjSLzvbdImD6JrM8/InTsRIJH3XSJSgWe3a4mcOztFP26lLP/m4spPZXQ+55B6eP8XPHscQ0BYyZT9Ot3ZD1zDwWL3sOzWx8CRk+6ZHn+L16/D+/6g1+/eZkBo2dxz/M/ENG4FZ+/chdlxQVO488kHWTpBw/Trd8Y7n3+R9p2vZ6v37qH7HR7I7/SZCAz9QTXj7qbe//3A5Pve4f8syksfHO2w34s5kra9xhMz+vH1Us5LhQ6bDDNn3yY1Lc/Yu/QcZSdSKTToo9qvX43fWgOURNvJumZF9k9YBRZS5bR/uM38T7v+q329aHrjwuxmc0cmjaL3QNGc2rBa5hrua+pD+GjbqDV849w6tUP2Nl/LKXHEum67GM0wc7L0fyJe4meNpb4x15ge+8RpH/1HZ0WvY1P++pyNLnvDhrdNo74Rxew7arhJM1/kyb33k7ju251SRmulGMh/n/6TzYmm9w7jfQvl5Hx9XLKEk5z7J5nsFQYiJ7i/CIeNXEkp1/9mLzVW6hIzSDt06Xkrd5Ck3vtN5tKdy3howaR8ORr6LbvQ5+cxskF76FPTiPmzgkuK8fSX9YwYsA1DOvflyaNonhkxhS0Wg2/rt/qNL5Lu1b069mV2OhIosNDGTdsEHEx0RxJcOyFzivQ8cZnS3jmvhmoVSqX5R+g8V1TyPz2R85+v4Lyk8kkPPYcFkMFkeNHO42PGDOM1Hc/o2DDVirSMsj8+nsKNmyl8YypVTGVhTpMeQVVn+AB16BPTUO3c1+95dtms7F3/SJ6D5lJi04DCI1uxbDbXqGsKJekQ+tqTbdn3Zd0vPoWOvS+ieDIZtwwcT5ubu4c2fGjQ5ybxh1vv5Cqj9bDu8a+Dmz+BoO+lB4Db6+3cv1Teau3kPTMW+SsrL2sDSVg6BiK16+iZNMaTJlp5Hz2DlaTEb/rBjuN92jRhorE45Ru34g5Lwf9kQOU7NiEezPHRrpC607EnEfJ+eQtrGWlLi9H5KRJ5Cz/idyff6EiOYXTC17AYjAQOmqk0/jQYUPJ+PwLdNu2Y8zMJHvZD+i2bydycvWNvm7LVnTbtmNIS8eQlkba+x9g0evx6dDe5eX5O5dznQq5aRwFf/xC4ZrfMaalkvH2a1iNBgIHD3Ua79WmHeXHj1G0cR2mnGxK9+9Ft3Edni1bO8QU79xGyZ6dmHKyKd66idL9e/Bs2eYSlQp8B46kdNsayndsoPJsBoVLPsRmMuJ99fVO47VxLTGcSkC/ZwuWglwMJw6h37MVTZPmlyzP/8Xr97Y/vqLHtWPpds0YwqKaMeq2Z9Bo3dm3ZbnT+O1rvqZFhz70G3oHoVFxDLr5XiJj27Bz3RIA3D19mP7Y53ToOYSQiCY0btaREVOfJDPlOEX5WVX7GXjTPfQdMpXw6Bb1Uo4LNZo+haylP3J22Ur0p5JJfOJ5rBUVRN4yyml8+OhhpL7/GQWbtmFIzyRz8fcUbNxG4+lTqmJiZt6OMSuH+IefpvTwMQwZmRRu3UlFWoZLygAQM2sqGV//QNY3KyhPPM2JB+djqTAQdesYp/ERtwwn+c1PyV+3lYozGaR/+R3567YSO3taVYx/907k/rGB/LVbMKRnkfPLGgo27sCvi2u+a6+UYyH+f/rPNSYVbm74dm5LwcbzpnXZbORv2ElAz05O0yg1GiwGx9EmS4WBgN5d7ftUq1Gq1VidxVzVtV7z/6fKSjOJp1Pp1qFtdT6VSrp3aMOxpFN/m95ms7HvyAnSsrLp1Kb6ptlqtTL/nU+YOPIGmjauOVW0Pinc1Pi0b0Ph1l3nZ4zCrbvw79LReRqtBqvxgv9ngxH/7p1r/RvhY4aRtfSness3QHF+BuUlecS2rp4i7O7hQ2STjmQmH3SaxmI2kZ123CGNQqkktnXvGmmO7/mFtx/syWfPDWPTT69Taapw+H1+1im2//YBw257GYVMxaimUuPetDn6oweqt9ls6I8exL2585v0iqQTuDdtjnuc/TxwCw3Hq3N3yg/udYgLu2MOZQf3oD/q/PjWJ4VajXfrVhTtPm+6s81G8e49tTb8FG5uWE0mh21WgxHfzp2c/xGlkuDBg1B5eFB65Eg95fzKo1Cr8WzegrKD+6s32myUHdyHV+u2TtOUnziGZ/MWVY1HTXgEvj16UbJnl0OMT6euaKMaAeDeNA6vdh0o3bvL6T7rnUqNpnEchvjzjr3NhiH+MNqmzmc7GE8noo2JQxNrbzyqg8PwaN+FivPPNxf6L16/zWYTmaknaNa2V3WelEqatb2KM6cOOU1z5tQhmrW9ymFbi/ZXc+bk4Vr/jkFfikKhwN3r0jzqoHBT49OuNYXbL7h+b9+Nby3Xb6VGg9V44XeUAb/zrt/BA66l5Ohx2r3/Gn32baL7b98ROd51o/UKNzd8O7ahYHP14wDYbBRs3oV/978ox4X1xWAgoGeXqp+L9h4i6JpeeMbFAODTtiX+PTuTv855Z//FleHKOBaXGxuKy/ZzpanTM5MlJf9saNzX13VfhprgAJRqNcYcx+klxtx8vFs2cZomf902mtwzjcJt9l7L4OuuInzkQDg3amcpK0e36yDNHptFWWIyxpx8Im8ZSkDPTpSfTnNJOYpKS7FYrQT6O/5fBfr5cSYzu9Z0ZeV6Rt41F1OlGZVSwUN3TqZHx+obosUrfkelUnHL0IEuyff53ALtx8KU53gsTPkFeDVzfiwKN++g8Z1T0O3eT0VqOoF9ehE65HoUSucjqCGDr0ft60PWspX1mveykjwAvHyDHLZ7+QRRXpLvNI2+TIfNanGapiC7etpk2x7D8A2MxNs/lLyMRDb99BqFOSmMufs9AMyVJlZ+PpfrbnoYv8BIivLS67No/2kqX18UKhXm4iKH7ZZiHZrIRk7TlG7fiMrHl8bPvQ4oUKjVFK35lcIVS6tifHr3w71JM848fo8Lc1/NLcAfhVpNZeEF50ZBAX6xsU7TFO3cRdSkWyk5cABDegZ+PXoQ1L8/CpVjZ4Nns2Z0WPil/Sa7ooKEBx+iIjnFVUX5z1P5+qFQqanUFTpsr9Tp0DaKcZqmaOM61H5+NHvjfRQKe53K/2UFuUu/rorJ/W4xKk9PWn2+GKxWUCo5+9Wn6DasdWl5/qTy9kGhUmEpKXLYbiktxi0i2mka/Z4tqLx9CH/kBVAoUKjUlG76g5I/frgEOf5vXr/1pUVYrRa8/YIdtnv7BpGX5Xy6fFlRPt5+jtcJb79gyoqdX1sqTUZWffcGHXvdiLuTWSyu4BZw7vqdf8F3VF4BnnHOj0XBlh00mj6Zoj37qTiTTsDVPQm5wfH67d44mqhJt5D+2dekfvAZvh3a0vzZR7FWVpL948/1Xg5NkL+9TuVeUI7cArya11KODduJnTUV3c596FPSCerXi7ChA1CcN5Mr5a3PUPt402fXr9gsFhQqFScXvM3ZH36r9zJcKcdC/P9Vp8akv78/CkXtLWqbzYZCocBisfzlfoxGI8YLRqe0Wm1dslInJx5eQLv3n6ffod+x2Wzok9PJ+Hq5w7Saw3c8QvuPXuD601uwms2UHDpB1ve/4dfZec91Q/H0cGfha/PRG4zsO3qCd75aSmRYKF3atSLhdCrf/7aWL1999i+PU0NKfPolWr/yLL03/YzNZqPiTDpZ360kcvwop/FR40dTsHEbppy8i/q7x3f/zKpvnqn6eezsjy9qf3+lU9/q51tCo1ri5RfC0remoctLIyCkMZtXvE5wRBztejqf7ijqxqNNB4JGjyfn8/eoOJmAJjyS0GkzCdJNpGD5N6iDQgidOpOMBfOcLshzuUh+9VWaPfUUXZb/aB9hysgg9+efCR05wiGuIjWVQ+MnoPL2JnjAAJo/N5+j0++UBmU98u7QibDxk8l49w30CSfQRkURNfM+wgqnVi2w49+vPwHXD+TMS89hSE3BI645UTPvobIgH93aVQ1cAue0LdrhN+RmCr/5GGPKSdQh4QSOn45fsY7i375v6Ow5dSVdv52xmCv55r252Gw2Rt32zN8naEAn579Mq5eeodf6leeu3xmcXbaSiPOmYioUSkqPHif51XcAKDuegFeLZkTdOvayacDEP/4ibd+ab28o2mxUpKaT+e0KoiZWP54TPuoGIm4eypG7HqEs4RQ+7VvRasFjGLPzyFpav53b/8aVcizElaFOjcmNGzdW/dtms3HjjTfy2WefERVVt+mUL774IvPnOy7S8Mwzz9DjH6Q15euwms1owxx7/bShwRhznPf6mfJ1HBg3B6VWg1uQP8asXFo+/yD6lOoRIX1KOrsHT0bl6YHa1xtjdh6dFr2BPtU1o0b+Pj6olEoKixxHewuLi2uMVp5PqVQSHREGQIsmjTmTkcWi5b/SpV0rDscnoSsuZcyMh6riLVYr7y5cyne/rmH5R6/VaxkqC+3HQhPieCw0wUGYcp0vTFBZqOPI9PvsxyLAH2N2Ls0ef4CKMzXn8LtHRRDYtxdH7nzgovParGN/bm9SPV3EbLZPDykvKcDbr3qRhvLSAkKjW9VID+DpHYBCqaqx2E55aQFevsFO0wBEnvu7utwzBIQ05kziLvIyk0g4cG5BIZsNgLcf6kXvIXfTd/i9dS/gFcJSUoLNYkHt5++wXeUXgLlI5zRN8C1TKdmynuIN9ht4U3oqSq07YXfdR8FP3+LepBlq/wBiXnq/Ko1CpcKjdXsCBo8g6dZhYLPWazkqdUXYzGbcAi84N4KCMBU4/54y64pImPsgCo0GNz8/THl5xNx7D8bMTIc4m9mMId1+vpTHJ+Ddtg2REyZwesEL9VqGK4WlpBibxYxbgONCFm4BAZgLnX9PhU+djm79GgpX/QqAITUZpbsHje57mJxvFoHNRuSdM8lduoSiTeurYjRhYYSNn3RJGpOWslJsFgsqX3+H7SofPyzFzs8V/5ETKdu1ibJt9udaKzPPUKR1J3DyLIp/X1b1XeQq/8Xrt6ePP0qlqsaoYllJAd7+zr/3vf2DayzOU1acX2N002KuZMl7c9HlZ3HnvC8v2agk2EfmrWYzmuALvqNCgjDl1TKCWqjj6F33o9RqUPv7Y8rJJe6x+x2ewTPl5lF+0nHEVn86hdAhA+q/EICpoMhep0IvKEdoEKbcWspRoOPQ5HvtdSrQH+PZXFo8M9fhPqTF/AdJeftzsn/6A4Cy+JN4NIqkyf3T670xeaUci8uN7TIdVLkS1akx2a9fP4efVSoVvXr1omkdVxKcN28ec+fOddim1WpZ/8rSWlJUs1VWUnLwOEHXXkXOL+eWnVcoCLquF2c+WvKXaa1GE8asXBRqNeGjBnF2ec0LvkVfgUVfgdrfl5ABfUh4sn4bYH9yc1PTMi6W/UdP0O/cPH2r1cq+I/HcNMT54gnOWG02Ks1mAG7o15tuHRyfK3vg+de54ZreDO3fp/4yf46t0kzp0RME9ulJ3uoN9o0KBYF9epH+1bd/nW+jCWO2/ViE3jiAnF9qrtQaOW4UpvxC8tdvuei8at290bpXX6htNhteviGkJuwkrJH9uShjRRlZKYfpfI3zRRtUag3hjduSmrCTFp3sX8Y2q5UzCTvpcm3tqyHmpttfP+DtFwLA6BnvYjYZqn5/9sxRfl/0OJMeWoJ/cOOLK+h/ncWMIfkknu07U7bv3DMwCgWe7TpRtNp5T6pSq8V2wU2wzfpn41BB+bFDpDx0l8Pvw2c+iCkzncKfv6/3hiTYG3xl8Qn49exO4aZN57KiwK9Hd85+99cjQDaTCVNeHgq1mqDrryd/7d9Mm1QoUWg09ZPxK5DNbEZ/MgnvTl0p3nHueSeFAu9OXcn/2fkCKkp39/Pq0Ln9/DnjRqEAmw2l1t15vbtUz0BbzJjSTuPeqgMVh3ZX5c29dQdKN/7uNIlCo63RYDz/XAHXNib/i9dvtVpDVGwbTp3YRdtu9u99q9XKqeO76D1wotM0Mc06cer4LvrcUL0YysljO4lpXt2h+WdDsiD7DHc+/hVePv4Xnde6sFWaKT0WT0DvnuSvOTdQoFAQ0LsnmYv+/vptyrEfi5AbBpD725qq3xXtP4Rn01iHeI8mMRgyz9Z3EYBzderwCQKv6UXu79X3IUHX9CTts39wH3LWXo6wYQPJXlldp1QeHvbp6+f/LYvFJWscXCnHQvz/1SDvmdRqtRc1rTXlna/o8OlLFB84RtG+IzSZMxW1pwcZX9tvDDp8+hLGrFwSn3kDAL/uHXCPDKPkcDzukWE0f2IOCqWS5Dc+q9pn8IA+oIDypBS84mJo9cLDlCUlk7HI+c1GfRg/fBD/e/czWsXF0qZ5U777dQ0Go5Fh5xp+z73zKSGB/sycNBaARct/pVVcE6LCQqg0m9lx4AirNu/k4bsm28vp442fj2PPplqlIijAj5ioCJeUIe2TRbR5cwElh49TfOgojadPRuXhwdnvVgDQ9q0FGLJzOf3S2wD4dm6PNjyUsuOJaMNDaTp3JiiUnPnwS8cdKxRE3DKKsz/8XH0TV48UCgXdr5/Cjj8+JDA0Br/gaLb+/Dbe/qFVDUWAb9+cSotOA+l6nb2x2GPAbfz61aNExLQjIrYD+zYsxGSqoENv+6pxurw0Tuz5hbh2/XD38icvM5H1y16kUfPuVSOeASGODUZ9mX0UISg87pK9Z1Ll5YlXs+p8eDaJxrdjK0yFxRjSG/ZCo/ttOeGzHsJwOgnD6UQCbhyNUutO8Sb7RTJ89sOYC/PJ/9ZeZ8r27yJg6BiMqacwnEzALTyK4HFTKdu/G2xWbIYKTOlnHP6GzWDAUlZaY3t9ylq8mObPzafsRDxlx44ROXEiKg8PclfaG8XNn5+PKTePM+/an6X1btcOTWgI5YlJaENDaDRjBgqlgsyvqt9bGHPPHHTbt2M8m43Ky4uQITfg160rx2fNcVk5/qnLuU7l/fgdjR9+HP3JBPQJ8YSMGYvS3YPC1fZGV+OHn6CyIJ+zX9inv5fs2k7ImHFUnD6JPuEEmsgoIqZOp3jX9qobzJJdOwibMJnK3BwMZ1LwaNac0DHjKFhd/89U1aZk7UqCb7sP05lTGFNO4jtgOAqNO2Xb7Q21oNvuw1JUQNFPiwGoOLIX3wEjMKUnY0pOQh0agf/IiVQc3uuSThVn/ovX7z5DprHsk3lEN2lHo6bt2bZ6ESZjBV2vsU+L/O6jx/ALCOWGcfZO8qsHTebjF6ay5fcvadWpH4d3/U5myjHG3G6fkWUxV7L43fvJSo1n6twPsFktlBbZH+Xw8PZDrbZ3DhXlZ6EvL6ao4CxWq4WsM/aOyaCwxmjdvS66XOmfLaL16/+j9OgJSg4dpdEdk1B5epC1bAUArV9fgDEnh+RX7NMkfTu1RxsWSumJBLThYTS5fyYKpZK0j6uv3+mff03XHxcRM2s6ub+txrdje6Im3EzCPNe9MujMBwtp9/4LlBw6TvGBo8TMsI9SZ35jX7iv3QcvYDyby8nn3wLAr2t7tBFhlB5NQBsRSrNHZ4NSQco7X1TtM2/1JprOvYuKjLOUJZzCt0NrYmdOrdpnfbtSjoX4/6lBGpMX6+yPf6AJCaTFU/egCQuh9Eg8e0bdWTW10qNRJFire1hVWi0tnr4PzyaNsJTpyV29mcPTH8VcXP16ALWvNy2fm4t7VDiVuiKyV6wl6dk3sZ0b9XOFAVf3pKi4lE+XrqCwqJjmTRrzxpNzCfS3vyMsJ78A5XnD9BUGI699sojcQh1ajYaYqHCeue9OBlzd02V5/Ds5v6zGLSiQpg/NRhsSTOmJBA5OvrvqQXL3qAhs5x0LpVZL3MP34NE4GoteT8GGrRy773HMJY6vagjs2wuP6Mh6X8X1fD0H3YnJWMGqJU9j0JcQ3awr4+75DLVbdUeHLi+9qrEH0LrbjehLC9n6yzuUl+QRGt2acfd8VjXNVaVyIzVhJ3s3LKLSqMc3IIKWnQfR+8ZZLivHv+HXtR1Xra9eTKTNa48DkL5oOUfumNdQ2QKgdOdmVL5+BN8yBZV/AMbUZDJefALLuUV53IJCHHqMC5Z/A9gIHjcNdWAQlpJiyvbvIn/pVw2S/z/lr1mLOiCAxjPvRhMURHliEsdn30NloX0hGG14+AXnhoaY2bNwj4rCoq9At30bJ596CktZWVWMW2AAzZ9/Dk1wMOayMvQnT3J81hyKd9f/y8zr6nKuU0WbN6D28ydiyh2oAwKpSD5F8hMPVU2d1oSGOYzYZS9ZhM1mI2LqdNyCQzAXF1G8azvZX35aFZPx/ptETJ1O9D1zUfsHUFmQT/7vK8lZ/NUlK5d+33Z0Pn74j5iAyjcAU0YKue/Mx1paDIA6MMShXMW/fQ82G/4jb0XlH4i1rISKw3vRrfjrUcH69F+8fnfsNYTy0kLW/vgupcX5RDZuxe0Pf4zPuWmrRQVnHUasYlp0ZvzMV1jzwzusXvYWwWExTL7/XcIb2VfRLdblEn/APgL1zpOOr6+48/GviGttf+hnzY/vcWDbiqrfvfPkTTViLkbur6txCwyg6QOz0IQEUxqfyOGpM6nMt39HuUeFO3QyKLUamj40B/fG0VjK9RRs3MaJBxyv36VHjnN0xgPEPXIfsffNwJCeycnnXiFnpfPR8vqQvWIVmuBAmj02B21oMCXHEth/y4yqxQE9oiIc6pRSq6X54/fiEWMvR966LRyd+ZhDOeIfW0DzeffS5tWn0AQHYszOJX3hMk6/+qFLynClHIvLic0m01wvFYXtwnk6deDj48ORI0do0sT5alN19bun82fV/itu1CdQcGzH3wde5oLa9WZddMO/t+5iDcg4ypcb/z7ucnbbdfCbm/Nl/v9LhlYmkjjO+Xsi/ytafrea7Z1d86qgS+nqg/uvmDp1aFDfhs7GRem0Zitn7hrV0Nm4aDGfrLgirt8/7an/WTCX2ugeKjbEdmjobFy0/qlHWB10+S+g9FcGFxy/Yo7Ff9Gp05fvonTNalml97+qTiOTY8Y49qAZDAbuvvtuvLwcp1ssX+66qaFCCCGEEEIIIRpenRqTfn5+Dj9PmlT7oiNCCCGEEEIIcanZuESLoYm6NSa//PLLvw8SQgghhBBCCHHFk2a7EEIIIYQQQog6+0+u5iqEEEIIIYQQztiQ1VwvFRmZFEIIIYQQQghRZ9KYFEIIIYQQQghRZzLNVQghhBBCCHHFkGmul46MTAohhBBCCCGEqDNpTAohhBBCCCGEqDOZ5iqEEEIIIYS4Ysg010tHRiaFEEIIIYQQQtSZNCaFEEIIIYQQQtSZTHMVQgghhBBCXDFkmuulIyOTQgghhBBCCCHqTBqTQgghhBBCCCHqTBqTQgghhBBCiCuGzaa4bD919f777xMbG4u7uzs9e/Zkz549tcZ++umn9O3bl4CAAAICAhgwYMBfxtcHaUwKIYQQQgghxGXmu+++Y+7cuTzzzDMcOHCAjh07MnjwYHJzc53Gb9q0iQkTJrBx40Z27txJo0aNGDRoEJmZmS7LozQmhRBCCCGEEOIy88Ybb3DnnXdy22230aZNGz766CM8PT354osvnMYvWbKEWbNm0alTJ1q1asVnn32G1Wpl/fr1LsujNCaFEEIIIYQQVwwbisv280+ZTCb279/PgAEDqrYplUoGDBjAzp07/9E+9Ho9lZWVBAYG1vn/8J+SV4MIIYQQQgghxCVgNBoxGo0O27RaLVqt1mFbfn4+FouFsLAwh+1hYWEkJCT8o7/16KOPEhkZ6dAgrW8Km81mc9nehRBCCCGEEOISOn7qbENnoVbLFn/M/PnzHbY988wzPPvssw7bsrKyiIqKYseOHVx11VVV2x955BE2b97M7t27//LvvPTSS7zyyits2rSJDh061Fv+L3RZjUwmTxvW0Fm4KE2/+pX3fv/vt83n3Kgg++FJDZ2Nixb+6mL6DN/c0Nm4KNt+6ceRG69t6GxctA6/b8Kw6rOGzsZFcb9hOsWv3dfQ2bhofg+9zaFBfRs6Gxet05qt/ObWsqGzcVGGViZSvmN5Q2fjonn1HsOObt0bOhsXpfe+vQy780RDZ+Oi/fppGxLGDmrobFy0VsvWsKVd54bOxkW55thB1kW3b+hsXLQBGUcbOgv/Sl2mk15q8+bNY+7cuQ7bLhyVBAgODkalUpGTk+OwPScnh/Dw8L/8G6+99hovvfQS69atc2lDEuSZSSGEEEIIIYS4JLRaLb6+vg4fZ41JjUZD165dHRbP+XMxnfNHKi/0yiuv8Pzzz7Nq1Sq6devmkjKc77IamRRCCCGEEEIIAXPnzmXq1Kl069aNHj168NZbb1FeXs5tt90GwJQpU4iKiuLFF18E4OWXX+bpp5/mm2++ITY2luzsbAC8vb3x9vZ2SR6lMSmEEEIIIYS4YlzO01zrYty4ceTl5fH000+TnZ1Np06dWLVqVdWiPGlpaSiV1RNNP/zwQ0wmEzfffLPDfpw9k1lfpDEphBBCCCGEEJehOXPmMGfOHKe/27Rpk8PPqamprs/QBeSZSSGEEEIIIYQQdSYjk0IIIYQQQogrhs12ZUxz/S+QkUkhhBBCCCGEEHUmjUkhhBBCCCGEEHUm01yFEEIIIYQQVwzrFbKa63+BjEwKIYQQQgghhKgzaUwKIYQQQgghhKgzmeYqhBBCCCGEuGLYZJrrJSMjk0IIIYQQQggh6kwak0IIIYQQQggh6kymuQohhBBCCCGuGDabTHO9VGRkUgghhBBCCCFEnUljUgghhBBCCCFEnck0VyGEEEIIIcQVQ1ZzvXT+s41J3+uH4jdkDCq/AExpKRQs/hhjSlLt8YNG4HvdjaiDQrCWllC+bzuFPyzEVlkJgHuLtvjdeBPamDjUAUFkv/M/9Ad21Xu+bTYbu1e9y/GdyzAaSoiI7cJ1Y5/BPyT2L9Md2baEAxs+R1+aT3BkK64Z8yThMR2qfl+cn8a2n18hK3k/FrOJmFZ96XfTk3j6BAOQcWo3P70/1em+b3lgGWGN2//rMnn2HoBXv6EoffyoPJtG6YpFVKYnO40NvPsJNHGta2w3xB+i6IvXAPAbdxce3a5x+L0x8Qi6z17513m8GHfcGsvwQeH4eKk5Gl/Cax+cJONsRa3xt0+I4faJsQ7bzmTouXXmXhfnFIKGjSLkpvGoAwIxpJwi88N3qEhKqDU+eOTNBA0dgVtIGOaSYoq3bSb7q0+xVZrsAUolYbdOI+C6gagDAqkszEe3bhW5337t8rKcb+nWAyzcsJf8knJaRIXy2E3X0z4mwmnsyt3HePqbPxy2adQq9r4+91Jk1fHvduqDtnt/FF6+WPIyMaz/EUt2Wu0JtB649xmKW/MOKNy9sJYUYtj4E+aUEwD43Pk0Sr+gGsmMB7diWP+DS8oQPHw0oWMnoA4MpCL5NJnvv4U+Mb7W+JDRYwkaNgpNaBjmkiKKtm7m7OcfO9Sp8Mm3EXD9INwCgqgsyKdw7R/kLFnokvzXRWCfbjR98A78urTDPTKUfTfNIufn9Q2drSrfrd/Joj+2UFBcRovG4Txy6wjaNW30t+lW7z7MvI+Wcm3nNrxx7+Sq7R+tWMea3UfILizCTa2idWwUs8cMon1cY1cWg/CxY4mcPAlNUBDlJ0+S8uqrlB0/4TRWoVIRddtthA4biiYkhIozZzjz7nsU7dxZFRM1bRpB112HR2wMVqORkiNHOPPuexjOnHFpOQBuHRHC4L7+eHmqiD+l54Ml2WTlmv5R2ptvCGLaTWGsXFfAp9/lVG0f3Nefa3v6EdfYHU8PFePuTaC8wuqS/PsPHk7QiLGo/AMxnkkm54v3MZxKrDU+4MbR+A8ehltwKJaSEkp3bSXvm8+r7qWCx04m+JbJDmmMmemk3H+HS/L/p4jxt9DotqlogoMoS0zi9AsvU3rsuNNYhVpNo+m3EzZyGNrQUPSpZ0h5421023c4jW90x200eeBeMr5eQvLLr7msDNFTxxNz9zQ0IcGUxSeS+NSLlBw6VmsZYudMJ+LmEWjDQ9Enp3LqhTcp2LS9KubqnavwaBRVI236V0tJfHKBy8oh/v/5TzYmvXr0JWj8dPIWvo8xORG/QSMJf+g50h+bgbW0uGZ8r34Ejp1G3udvYzwVj1tYFCHT78dmg8KlnwGg0LpjSkumdMtawu99wmV5P7DhMw5v+ZqBE1/CNyiaXX+8zcqPpnPrY7+hdtM6TZN08He2rniJ68Y+S3hMRw5tXsjPH09n0rw/8PQJotKoZ8VHdxAc2YrRs74CYNcf7/DLZzO55b7vUCiVRMR25vb5Wx32u+uPd8hI2kloo3b/ujzuHXviM/xWSn78ElPaKbz63kDA9EfJf+VhrOUlNeJ1C99Coa6udkpPb4IeeAHjkd0OccaEwxR//0nVzzZz5b/O48W49aZG3DwsigVvJXA2x8D0W2N547n2TJq1F1OlrdZ0yWfKuf/Jw1U/W6y1x9YXv2uuI+LOWWS+9wb6hHiCR91Mk+dfJfGuyViKi2rE+197PeG33UXGWy9TfuI42qhoGs19DLBx9tMPAAi5eQJBN44k/Y0XMZxJxbN5S6IfeBRLeTkFPy93eZkAVh1I4LWfNvHkLQNpHxvBkk37mfnhMlY+cQdBPl5O03i7a1j5RPXNi6IBeijdWnbG/drRVKz7HsvZVLRdrsXr5pmUfrEAm76sZgKlCq+xs7DpS9H//CXWsmKUvgHYjNUdF2WLXwdF9dMJyuAIvG+ZTWXSIZeUwb9ffyJnzCHjndcpTzhByJixNH3hdRLumIi5qKhm/HUDiLhjBmmvv4T+xDG00Y1o/NDjYLOR9fF7AITecivBw0aR9uoLGM6k4NGiFY0fnIelvIz8FT+6pBz/lMrLk5IjiaR/9SPdfni/QfNyodW7j/DG0t94fMoo2jdtxJK125n9+hf89OKDBPp615ouK1/Hm9/9TucWsTV+FxMWzKOTRhAVEoixspIlq7cx+/UvWPnSQwT8xT4vRtDAgcQ+cD/JL75E6bFjREyYQJt33+XgTTdTqdPViG88aybBQ4ZwesECKlLP4N+rFy1ffYVjd9xBeaK9A9m3SxfOLltG2YkTKFQqYmbPou1773Jw7C1YDQaXlAPgphuCGH59IG9+kUlOfiWTRoXy3P2Nmfn0aSrNf/2d3zzWnRv6BZCSXjN/Wo2S/cfK2H+sjGk3hbkq+/j07kfo1BnkfPIOFacSCBw6hkZPvEDyfXdgKSmqEe/b5zpCbr2D7A9fpyLxBG4R0UTMfgiwkbvw46o4Y1oqac8/Wp3QYnFZGQBCbhhE3CMPcvK5BZQeOUbU5Im0+/gD9g0fRWVhzToVe88sQocNJenZ56lISSHg6t60eft1Dk2aRnmCY0Pau10bIsbeRFli7YMV9SFs+GBaPP0w8fOep+TgERpNn0znxR+zo99wKgsKa8THPXIP4WOGEv/IfPSnUgjs15sOn73FvpGTKT1u70DeM3QCClX19cK7ZXO6LP2U3N9Wu7Qs4v+f/+Qzk36DR1GyeTVl29ZRmZVO/sL3sZmM+Fwz0Gm8e7PWGE/GU75rM+b8XCqOH6Rs9xbcmzaviqk4uh/d8sXoD+x0uo/6YLPZOLR5Ed0H3U3T9tcTHNmSgRNfprwkl+Sj62pNd2jTV7S9aixtet5EYHgzrhs7H7XGnRO77TdeZ1MOUFqYycCJLxIc2fLcfl8iN/0Y6Sfto6sqtQYv35Cqj7uXPynH1tO65xgUin9/o+15zRD0uzdSsW8LltwsSpZ/ia3SiEePfs7/DyrKsZYWV300zdthqzRhOLzHMc5c6RBnq9D/6zxejLEjolj0/Rm27S7gdGo5/3szgaBALX17Bf9lOovFRmFRZdWnuMTs8ryGjB5L4arf0K1dhTH9DJnvvYHNaCBw0I1O4z1bt6P8xFGKNq2nMjebsoP7KNq8Hs8W1SPHXm3aUbJrG6V7d1GZm03x9s2UHdzrEONqX2/ax5jeHRjVqz1x4cE8ecsg3DVurNjlvMcWQKFQEOzrXfUJ8nXe6HQlTbdrMR3dQeWx3VgLcqhY+z22ShOadr2cx7fvhcLdE/2Kz7BkpWArKcSScRprXlZVjK2iHJu+tOrjFtcWiy4PS/opl5Qh5KZxFPzxC4VrfseYlkrG269hNRoIHDzUabxXm3aUHz9G0cZ1mHKyKd2/F93GdXi2dKxTxTu3UbJnJ6acbIq3bqJ0/x48W7ZxSRnqIm/1FpKeeYuclbV/HzeUJWu2Mvqa7ozs242mUWE8MWUU7hoNK7fuqzWNxWrliY+/4+5RA4gOCazx+yFXdaJn22ZEhwYSFxXG3AlDKaswkpSR7bJyRN46kZwVK8j95RcqUlJIfvFFLAYDoSNGOI0PufFGMr/8iqLtOzBmZpLz448U7dhB5K2TqmLi772XvF9/pSI5Gf3Jk5x8dj7aiAi8W7v2e2rk9YF891s+uw+XkZpp5I0vMgn0V3NVZ5+/TOeuVfDQ9CjeXXSWMn3NhtbP6wv5YVUBicm1z4CpD4HDbqJ4/R8Ub1qDKSON7E/exmoy4td/sNN4j5ZtqEg8Tsm2jVTm5aA/sp/S7Rtxb9bSIc5mtWAp0lV/Smt2LNenqCmTOPvDcnJW/Iw+OZmTzy3AajAQPnqU0/jQ4cNI+/RzdFu3YcjI5Ox3yyjcup3oaY4jqkoPD1q99AJJzz6PucS1ZWh81xQyv/2Rs9+voPxkMgmPPYfFUEHk+NFO4yPGDCP13c8o2LCVirQMMr/+noINW2k8o3oGWmWhDlNeQdUneMA16FPT0O2s/TvjSmKzKS7bz5Xmv9eYVKnRxjaj4sSh6m02GxXHD+Ee18ppEsOpeDSxcWibtABAHRKGZ4du6I9c2hOqpCADfWkejVr0rtqm9fAhLKYD2amHnKaxmE3kZhx3SKNQKmnU/CqyzxyqikGhQKXWVMWo3bQoFErOpux3ut+UYxswlBfRpseYf18glQq3qCaYTp43lcRmw3TyOG4xzf7RLjx6XIvh0E5slUaH7Zq41oQ88z7BD7+K75hpKDxd00v+VyLD3AkO1LL3UHXPZrnewomkEtq18v3LtNGRHqz4qhfff9qDpx9sRViI81Hn+qJQq/Fo1pKyQ+cdb5uN0kP78Wzl/CZdH38Mz2Yt8WhhP2804RH4dOtFyd7q6d3lJ47h3akrmqhoANybxOHZpj2l+3Y73Wd9qzRbiE/PpleLmKptSqWCXi1iOJKaVWs6vdHEDc9+zKBnPuK+T3/i1Nn8S5HdakoVqrBGmM+c35ttw5yWhCoy1mkSdVw7LFmpeFw/Fp+Z/8N72mNoew6E2jp7lCrcWnej8phrjoVCrcazeQvKDjrWqbKD+/Bq3dZpmvITx/Bs3qKq8agJj8C3Ry9K9jjWKZ9OXdFG2adnujeNw6tdB0r31v9jBVeKSrOZ+NQserat/l5VKpX0bBPHkVO1T5v+ZOV6An29GHVN93/0N5Zv2oO3hzstGjmfQn6xFGo13q1aUbz7vM5Dm43iPXvw6eD8UQuFmxtWk+P1wWow4tOpY61/R+1tv164sgEQFuxGoL8bh+KrZxnoK6wkJlfQqqnHX6adOTGCvUfKOBxf7rL8/S21GvemzSk/crB6m82G/shBPGrpLKxIPIF70+ZVjUe30HC8Oveg/IBjZ7AmPIq4j7+l6XsLibj3MdTBIS4rhkKtxqdNa4p2nfc9aLNRtGs3Ph07OE2j1LhhMzlORbYaDfh17uywrfmT8yjcstVx3y6gcFPj074NhVvP+w602Sjcugv/Ls7ruUKrwWp0PC8sBiP+3Ts7j3dTEz5mGFlLf6q3fAvxp//cNFeVjy8KlarGtD1LSRFuEdFO05Tv2ozK25fIJ14GFCjUako2/E7Rr8tcn+Hz6EvzAPD0dnzmydM7mPJS5ze7FeU6bFYLnj4XpPEJRpebAkB4bCfcNB5s/+U1rhr6ANhs7Pj1dWxWC+UleU73e2L3jzRu1Qdv//B/XR6llw8KlQprmePUYktZMZrQv78ZcWvUFLeIRpQs+9RhuzHhCIaj+7AU5qIKCsNnyC0E3PEwhe89CzbXTxf9U2CAvXGuK3KcYqsrMlX9zpkTSaW88FYCaZkVBAVouG1CDO+/1InJc/ZRUeGa6T4qXz8UKhVmneN0GHORDvdGzp9/Ktq0HpWvH3GvvotCYT8vCn5bSd73S6pi8pZ9g8rTi5YfLwKrFZRKshd9RtGmSzNyoyuvwGK1EeTj6bA9yMeTlNyaU38AYkMDmD/hBppHhlBmMLFww16mvrWE5fNuJ8z/r0cM6ovCwwuFUoWtvNRhu628FGVgqNM0Sr8glI2bUxm/n/LlH6HyD8F9wFhQqjDuXFUj3q15exTuHphc1Ji01yk1lRfUqUqdDm2jGKdpijauQ+3nR7M33q+qU/m/rCB3afUztrnfLUbl6UmrzxdX1amzX32KbsNal5TjSlBUqsditdaYzhro50NqtvPv+INJqazcuo9v59/7l/veciieeR8txWCqJNjPhw8fup2AWqaPXyy1vz8KtRpT4QV1qrAQj9hYp2mKdu0icuKtlBw4iCEjA78e3Qnsfx0KZS194QoFsQ/OpeTQIfSnT9dzCaoF+Nlvn4pKHL/Ti0rN+PvVfmt1TXdf4hq788CCFJfl7Z9Qn7uXMhc7TgM1F+vwjHL+HG7Jto2ofPyIef4N/ryX0q35hYKfllbFVJxM4Oz7r2LKykAdEEjQ2EnEPPcGKXPvwmqo/5FWt4AAe526YCqoqaAAvyaxTtPotu8kasokivYdwJCejn+vHgRf3x+FSlUVEzJkMN6tW3Fg/CSn+6hPboEBKNVqTHkFDttN+QV4NWviNE3h5h00vnMKut37qUhNJ7BPL0KHXI9CqXIaHzL4etS+PmQtW1nv+ReiQRqTRqMR4wU9Klqt60Zu3Fu1x3/4LeQv+hBDciJuoZEE33on/iPGU/Tz0r/fwb+UuP8XNn7/TNXPw+/8yCV/x8M7kCFT32LjD/M5vPVrFAolLToPJSS6DQpFzQtuWVE2aQnbuGHqmy7Jzz/l0eNaKs+m1Visx3C4unfOnJ2B+WwaIfPeRBPXBtMp5w/U14eB/UJ5eHaLqp8fee7ov9rPrv3VF7XTqeWcSCrhh8970b9PCL+tdd30sbryat+J0FsmkfXBW+gTT6CJiCJyxj2ETphctcCOX9/r8L9uAGmv/A9jWgruTZsRedcczAUF6NZfns9ddGwSRccmUef9HMnoF75g2fbDzBnapwFz9jcUCmz6MirWLAWbDWtOBgpvP7Td+ztvTLbrhTklHpuTZ5MbineHToSNn0zGu2+gTziBNiqKqJn3EVY4tWqBHf9+/Qm4fiBnXnoOQ2oKHnHNiZp5D5UF+ejW1iynqLvyCiNPffo9T00b87cNw+6t4/h2/j0Ulen5afNeHv3wWxY9Nesvn8O8lFJee524J5+g8w/LwGbDkJlJ7s+/EDpiuNP4po8+gmdcHMem31mv+bi2py+zJ0VW/Tz/3b9YSKsWwQFq7hwfzlNvnPnbZyovR55tOhA0ZjzZn76L4VQCbuFRhN02E/NNhRT8aO+ELD9UvdCcMS2FipMJxH24GJ/e/SjecHmc36dfepXmzz5F91+W22e2pWeQs+JnwkaPBEAbHkbcYw9z9M6ZNUYwLxeJT79E61eepfemn7HZbFScSSfru5VEjh/lND5q/GgKNm7DlOO88+lKJKu5XjoN0ph88cUXmT9/vsO2Z555hin/IK2ltASbxYLKz99hu8rXH0txzQetAQJGT6JsxwZKt6wBoDLjDIVaLcHT5lD0y3cuG+1q0vY6wh6qnmZhMdu/lPRlBXj5VY9O6MvyCYl0Pq3EwysAhVKFvtSxx0pfmo+nb/Vze41b9WHqk2upKNOhVKnQevjy+dN98Auq2cN4Ys9y3L38adKu/0WVz1peis1iQent57Bd5e3ndCGk8ynctLh37EXZmr9fcMNSmIe1rARVcBi4sDG5bU8BJ5Kqpz5r3OwN8QB/Nwp01ReUAH8Np5KdLKBSi7JyC+lZeqIj/nrq08WwlBRjs1hQBzg+F6X2D6Cy0PkIXvjk2ynasIbC1b8BYEhNQenuQfQ9D5K7dDHYbETccTd5y76heMuGqhhNaDght9x6SRqTAV4eqJQKCkodn5ktKNUT/A9HT9xUKlpFh5Ke7/z7wRVsFeXYrBYUXo4joQovnxqjlVVpykuwWS0O30fWwhz7+aVUgbV6BEThG4A6piX6lZ+7pgD8WafMuF1Qp9wCAjAXFjhNEz51Orr1ayhc9SsAhtRklO4eNLrvYXK+WQQ2G5F3ziR36RKKNq2vitGEhRE2fpI0Jmvh7+OJSqmksMTxe6ewuJQg35qj7Rl5BWTl67j/7UVV26zn6lX3O55g+YtzaRRqn+3iodXQOCyYxmHQIa4xIx99jRVb9nH7sGvrvRzmoiJsZjOawAvqVGAglQXO65S5qIjEhx5GodHg5ueHKS+PmHvmYMysOc29ySMPE9CnL8fuugtTbm695n33oTISk6tHOt3OXR/8fVXoiqufiff3UTtdVAegWYwHAb5q3n6qadU2lUpB2+aeDLsukNEz47kEa7UBYD53L6X2C3DYrvYLwFzk/JoRPH4qxVvWVzUKjWmpKLXuhM+4j4Ll3zi9l7LqyzFlZaAJj6zxu/pQqdPZ61SQY53SBAVhyndepyp1Ok7cN9dep/z9MOXm0eSBezFkZALg3aY1mqAgunz/TVUahVqNX9cuRE0Yx9YuPe2zKuqrDIU6rGYzmhDHGWia4CBMubWUoVDHken3odRqcAvwx5idS7PHH6DiTEaNWPeoCAL79uLInQ/UW56FOF+dGpNjxvyz5+uWL//rVR7nzZvH3LmOy/RrtVoyZ9z09zu3mDGmnsKjTcfqV3coFHi06Ujx+l+dJlFqtVz4DW2r+iJQAK759ta4e6Nxr+7dtdlsePqEkJ60k5Aoe+PRZCgj58wR2vee4HQfKrWG0Oi2ZCTtJK79gKq8p5/cRYc+t9aI9/C2XxjST+5CX1ZAk3bXOfzeZrMRv3s5rbqNRKVyu7gCWixUZqagadYW4/Fzz1UpFGiatUW/46+nrLl37IFCrabiwPa/jANQ+gWi8PTG6mR1ufpUUWEh84JpqPmFRrp1DOBUiv3ZFk8PFW1a+LLi99qf17uQh7uSqHAPVuvq9+bmfDazmYpTiXh37ELJzm32jQoF3p26UvCL82ckFFotNtsFF8Q/GywKBdhsKLXa886Vc3/LakGhvDQ9fm5qFa0bhbM76Qz9O9gXzLJabexOOsP4vl3+0T4sVisns/Lp08b5dCGXsFqw5KSjbtwC86k/R7gVqBu3wHRwq9Mk5swUNK27cP53kjIg1D6N3OpYLzXtemLTl2JOdv46hfpgM5vRn0zCu1NXinecy/O5OpVfy0q+Snf3mvXFcmGdcsdmc/J97GQWhbBzU6tpHRvJnhOnua6L/XlVq9XKnvjTjLv+qhrxsREhfP/8fQ7bPli+lnKDkYcnDiM80K9Gmj/ZbDZMZtcsGGYzmylLSMCvR3cKN2+2b1Qo8Ovenezv//qxE5vJhCkvD4VKRWD//hSsdZxq3+SRhwm89lqOz7gbY9Y//37+pyqMViryHOt2YVElnVp5kZJun2nl4a6kZVMP/tjsvOPqcHw5s59xnHp7322RZJw18uOqgkvWkATAbMaQfBKv9p0o23vulRgKBZ7tO6Fb9bPTJEqte41GlO2Ca8aFFO7uaMIjKNnimlfs2MxmSk/E49+zJwUbNlXlxb9nD7K+/e6v05pMmHLzUKjVBA+8nrzV9vuWol172DfqZofYlv+bjz4lhfTPv6rXhiSArdJM6dETBPbpSd7qDVVlCOzTi/Svvv3LtFajCWN2Lgq1mtAbB5DzS81O3shxozDlF5K/fku95luIP9WpMennV/sFqC60Wu1FTWstXr2CkDsfwJhyEmNyEn6DRqLQulO21X5xCblzLmZdAbof7NOq9If24Dd4FMa0ZIynE3ELiyBwzCT0h/bAuZtphdYdt7Dq5/zcgsPQNG6CpawMS2H9TAtQKBR06jeFfWs/wj8kFt/AKHb98Q5evqE0PddQBPjpg2k0bT+Ajn3tc/U7XTuNdd88RmijdoTFdODQ5oWYTRW06VnduD+x+0cCw+Lw8A7kbOohtv60gE79phIQ2tQhDxknd1FSmEGbXmPrpUz6LX/gN24GlRkpVKafxqvvDSg0Wir22m8U/MbPwFKso+yP7x3SeXS/FsPx/TVekaDQaPEeOAbD0T1YS4vtz0wOHY+lIAdj4pF6yXNdLPs5k6njGpOeVWF/NcikWAoKjWzdVf2M61v/68CWnfks/81+AzP79qZs31NAdq6B4EAtd0yMxWK1sW6z6xqTAHk/LaPR3HlUnExEnxRP8MibUWrd0a21v3Ox0YPzqCzIJ/sr+zOqpXt2Ejx6LBWnT6FPPIE2MoqwyXdQsmdH1cWyZPdOQsdPpjIvF8OZVDzimhEy+hYK1/zu0rKcb/K13Xhqye+0bRxOu8YRLN68jwpTJaN62l9p88Ti3wj18+G+4fZ3k360agcdYiNoHBxAaYWRrzbs4ayuhDFXOV+MwVVM+zbhMeRWLDlpWM6moenaD4WbpuoZR48ht2ItK8a41d4JZjq8DW3nvrj3H4Pp4BaUASFoew7EdGDzBXtWoGnXE9PxvVXfX66S9+N3NH74cfQnE9AnxBMyZixKdw8KV9uPf+OHn6CyIJ+zX9hfC1CyazshY8ZRcfok+oQTaCKjiJg6neJd26vr1K4dhE2YTGVujv3VIM2aEzpmHAXnRsgbksrLE69m1c8YezaJxrdjK0yFxRjSzzZgzuDWQX155rNltImNom3TRnyzZjsVRhMj+nQF4KlPvyfU35d7xt6A1s2NZtGOz8P7eLoDVG2vMJr47JeN9OvcmmA/H4rK9Hy/fie5uhIGdv/37x3+O1lLvqH5s89QdiKesuPHiZg4AZWHB7m//GLP3/xnMeXmkfa+/dUs3m3bogkNpTwpCU1ICI3uuguFQknmoupR16aPPkrwDYNJePAhLHo9bkH2ER5LWVmNRUrq08r1hYwbGkJmrsn+apCRIRQWmdl5sHr2wYK5Mew8WMKvG3VUGK2cyXLMj9FopbTc4rDd31dFgJ+aiFD7s/mx0e7oDRbyCiop09ffOV/4649EzH6YitMnMZxKIGDoGJRad4o32hskEXMexlxYQN43XwBQtm8XAcPGYEg5fW6aayQh46dStn9X1fkdMvlOyvbvwpyXizogiOBxU7BZrZRs31hv+b5Q5qLFtFzwHGXHT1By7BjRkyai9PAge4X9+cCWLzyPMTeX1LfeBcCnfTs0YaGUJySiCQ0lZtYMUChJ/+IrACx6PfpTjo1+S0UFlUXFNbbXl7RPFtHmzQWUHD5O8aGjNJ4+GZWHB2e/WwFA27cWYMjO5fRLbwPg27k92vBQyo4nog0PpencmaBQcubDLx13rFAQccsozv7wc3XH3v8TV+KqqZerOjUmv/zyy78PugTK92xF5eNHwOhJqP0CMKYlk/3601XvRVIHhTjcZOl+XorNZiNwzCRUAUFYS4spP7QH3Y/Vi0JomzQn8rEXq34Ommh/3qJ02zryPnur3vLepf90Kk0VbPz+aYwVJUQ06cqIGZ86vGOyOD8NQ3l1z2aLzjdSUVbI7lXvUl6SR0hUa0bM+BRPn+pprrrcVHb+9iYGfTG+gZF0G3g3nfpNq/H3T+z+gYjYzgSGNa3xu3/DcHg3Si9ffAbfhNLHj8qsM+g+ewVrmf05LpV/cI3eSlVIBJqmLSn85KUa+7NZragjGuHfrQ9Kdy+sJTqMSUcpW/0DWFz/eo0LLfkxHXd3FY/MaYG3l5qjJ4p58JmjDu+YjAr3wN+3epQ3JEjLsw+1xtfXjaLiSo6cKGbGQwcpKnHtuzKLt2xE7etP2OTbUAcEYkg+RcrTj2Austclt5AwbOd1fed8+zU2m43wKXfgFhSMubiIkj07yF5YPXUy66O3CZt8B1Gz70ftF0BlYT4Ff/xC7jeX7gXzN3Rpha5Mzwe/bye/pJyW0aF8cPfNVa/7yNaVojxvxdNSvYHnlq4hv6QcX08tbRqFs/D+icSF//XrXOpbZeJBFJ7euF99IwpPXyx5GZT/8BE2vf1GU+kb4HBu2EqLKP/hQ9yvG4331EexlhVjOrAZ4x7HERh1TAuUvoFUHnP96qdFmzeg9vMnYsodqAMCqUg+RfITD1XVKU1omEMZspcswmazETF1Om7BIZiLiyjetZ3sL6sX2cp4/00ipk4n+p659mnYBfnk/76SnMVfubw8f8evazuuWl99XWjz2uMApC9azpE75jVUtgAY3LMDutIyPlyxjoLiUlo2juC9ubcR5Gef5ppdUORwHvwdpVJB6tk8ft1+gKKycvy8PWkbG83n8+4iLsp17zYsWLsWtwB/Gt89A7egIMqTkjhxz71V0/G14eEOM4mUWi2NZ96Ne1QUlooKdNu3c/Lpp7GUVXdEho+1jyK1++Rjh7918tn55P3qfMZSffhxVQHuGiX3TI7Ey1PJiZN6nn47zeF5yPAQN3y96/ZE0Y39Apk4onoF1JcfiQXgzS8zWb/jrx8hqYvSHZtR+foRMm4KKv8AjKnJpC94omqBQ7fgUIfzO//HJdhsNkImTEUdGIylpJiyfbvI+7b63tAtKITI+x5H5eODpaSYioTjnHn8Piwl9ZfvC+WtWoNbQAAxc2aiCQ6iLCGRY3fPrno/ozYi3GHGhFKrJfae2XhER2HR6yncup3EeU9hKf3nj6/Ut5xfVuMWFEjTh2ajDQmm9EQCByffXTVV1z0qwuH6rdRqiXv4HjwaR2PR6ynYsJVj9z2OucTxMYrAvr3wiI6UVVyFSylsF843akDJ04Y1dBYuStOvfuW93y+b/85/bc6NCrIfdv0KZq4W/upi+gy/cFTnv2XbL/04cuO1DZ2Ni9bh900YVn3W0Nm4KO43TKf4tfv+PvAy5/fQ2xwa1Lehs3HROq3Zym9uLf8+8DI2tDKR8h1//VjIf4FX7zHs6Pb3rx+5nPXet5dhd7pu2vil8uunbUgYO6ihs3HRWi1bw5Z2zl9z8V9xzbGDrIt23Sj/pTIg498tRtjQ9iS4rgPjYvVoVT8zPS8X/7lXgwghhBBCCCFEbVz7EIg4n6x4IIQQQgghhBCizqQxKYQQQgghhBCizmSaqxBCCCGEEOKKIau5XjoyMimEEEIIIYQQos6kMSmEEEIIIYQQos5kmqsQQgghhBDiimFDprleKjIyKYQQQgghhBCizqQxKYQQQgghhBCizmSaqxBCCCGEEOKKIau5XjoyMimEEEIIIYQQos6kMSmEEEIIIYQQos5kmqsQQgghhBDiiiGruV46MjIphBBCCCGEEKLOpDEphBBCCCGEEKLOZJqrEEIIIYQQ4ophtTV0Dv7/kJFJIYQQQgghhBB1Jo1JIYQQQgghhBB1JtNchRBCCCGEEFcMWc310pGRSSGEEEIIIYQQdaaw2WzyiKoQQgghhBDiirD5uL6hs1Crfm09GzoL9eqymuZ6dNh1DZ2Fi9L+142k3D6iobNx0Zp88TO7r+rZ0Nm4aD137sbw45sNnY2L4n7TA6ROH9nQ2bhosZ+t5HfPVg2djYtyoz6Bza07NXQ2Llq/+EOcuWtUQ2fjosV8soLyHcsbOhsXxav3GH5za9nQ2bhoQysTyXvytobOxkUJ+d+XVCx+oaGzcdE8Jj1OxpyxDZ2Nixb93jJ0L85q6GxclIB5H6D//OmGzsZF87zjuYbOwr9is8k010tFprkKIYQQQgghhKgzaUwKIYQQQgghhKizy2qaqxBCCCGEEEJcDFkR5tKRkUkhhBBCCCGEEHUmjUkhhBBCCCGEEHUm01yFEEIIIYQQVwwrsprrpSIjk0IIIYQQQggh6kwak0IIIYQQQggh6kwak0IIIYQQQggh6kyemRRCCCGEEEJcMWw2eWbyUpGRSSGEEEIIIYQQdSaNSSGEEEIIIYQQdSbTXIUQQgghhBBXDJutoXPw/4eMTAohhBBCCCGEqDNpTAohhBBCCCGEqDOZ5iqEEEIIIYS4YtiQ1VwvFRmZFEIIIYQQQghRZ9KYFEIIIYQQQghRZ//Zaa6BQ0cRMmYc6oBADCmnyfr4HSqSEmqNDxpxE0E3jsAtJAxzSTEl2zeTvfBTbJWVALT8/Fs0YeE10hX8uoKsj952WTl8+t+I3w2jUfkFYEpPoWDJJ5hSTtYa7ztwBD7X3YA6MARrWQnl+3ag+2ERNrO9HO4t2uJ3w2g0sXGo/YPIeXcB+oO7XZZ/gLCbbibi1ltxCwxCf+okqW+8TvmJE05jFSoVkVOnETzkRjQhIVSkpZH+wXsU79pVFRM5ZSoB/a7FIyYGq9FI6dGjpH/wHoa0NJeWY+nOYyzceoj8sgpahAfx2PCrad8ozGnsyv0JPP3jJodtGrWKvc/dWfXzUz9s4OcDSQ4xvZs34sPbhtZ73v/kc92N+A0eda4+pVLw7d/UpwHD8bl2CKrAYKxlpZTv30HRj9X1Sdu8jb0+xTRD7R9I7nsvoD/k2voEEDNjIk3uvwNtWDClRxM4/uD/KN531GmsQq0m7uG7iLp1FO6RYZQnpZDw1Gvkr91WFaPy9qLF0/cSPmIAmpAgSg7Hc+LhBRTvP+bSckROHEej26eiCQ6iLCGJUwtepvSo87+pUKtpfNfthI0cjjYsFH1KKsmvv41u246qmJjZdxM7526HdPrkFPYOHe3SclzI+9oh+A0ajcrPH1NGKoXffooptfZ65nP9cHz63VBVz/QHdqBb/jWcq2eXwnfrd7Lojy0UFJfRonE4j9w6gnZNG/1tutW7DzPvo6Vc27kNb9w7uWr7RyvWsWb3EbILi3BTq2gdG8XsMYNoH9fYlcX4RwL7dKPpg3fg16Ud7pGh7LtpFjk/r2/obFVx79kfzz5DUHr7Yc5Oo+zXJZgzU5zG+t3xKJomrWpsNyYepuTrtwDw7D8SbfueqPwCsVnMmLNSKV+7HHNGsiuLwdK9CSzceYyCsgpahAXy6A09aB8V4jR25eFTPPPzdodtGpWSPY9X16mCsgreWr+fXclZlBpMdIkJ49HBPYkJ8nVZGbyuGYzP9SNQ+fpTmXkG3bIvqDxzymlsyH3Pom3etsb2imMHKPjoRQAUGnf8Rt6Ke4fuqLx8MBfkUrb5d8q3rXVZGQC0Xa5B23MgSm9fLLkZ6Nd8j+XsmVrjFVoP3PuNQNOyEwp3T6wlhejX/YD59HF7gEaLxzXDcWvREaWnD5acDPTrlv3lPi/WdwdOsnBPAgXlBlqE+vPogC60iwiqNb7UYOK9rUfZkJRBscFEhK8nD/XvTN+4SAD2p+eyaE8iJ7ILyS838Mboq7muebTL8n+5scpqrpfMf7Ix6df3OiKmzyTr/TfRJ8YTPPJmmjz3CokzpmApLqoZ3+96wqfdRcbbr6CPP4Y2qhHR9z8KwNnPPgDg1AN3o1BWD9RqY5rQdMHrFG/f5LJyeHXvQ9C4O8j/+gOMyUn4DhxB+Nz5ZDw+E2tpcc34ntcQcPMU8r94B+OpBNzCIwm+4z6w2Sj87gsAFFotpvQUSretI2zO4y7L+58Crx9A43vvI+WVlyk/fpzwceNp9ebbHB5/C2adrkZ89Iy7Cb7hBpJffBHDmVT8evaixUsvc/yuO9En2RtePp07k/PjD5THn0ChUhN990xavfUORyaOx2owuKQcq46c4rXfd/DkqGtoHx3Kkh1Hmfnlb6ycO4Egbw+naby1GlbOHV/1s7PZ+Ve3aMRzN11X9bNGrarvrFfx7N6HwFtup2Dxh/b6NGA4Yfc/S+aTs5zXpx7XEHDTFPK/fBfj6QTUYZEE326vT7rv7fVJqXXHlJ5K2bb1hM6e57K8ny/ipiG0eukxjt/7LEV7DxM7Zyo9Vn7G5k5DMOUV1ohv8cx9RE0YwdHZT1GWmEzIwD50XfoeO/tPoORwPADtP3genzbNOXTHoxjP5hI1YQQ9fv2SLV2HYszKdUk5QoYMIu7RB0l6dgGlR44SNeVW2n/6AXtvHEllYc1zI/a+2YQNH0rS08+hT04hoE9v2r77BocmTqUsPrEqrvzkKQ7fPqPqZ5vZ4pL818az29UEjr2dgiUfYkpJwuf6EYTe9wxZT892Ws88e1xDwJjJ5C98D+PpBNzCIgmadq+9ni378pLkefXuI7yx9DcenzKK9k0bsWTtdma//gU/vfgggb7etabLytfx5ne/07lFbI3fxYQF8+ikEUSFBGKsrGTJ6m3Mfv0LVr70EAF/sc9LQeXlScmRRNK/+pFuP7zfoHm5kLZdD7yHjKf050WY05Px6D0Qv2kPUvjWPGzlpTXiS755D1TV35tKT28CZj+H8djeqm2W/BzKfl2MpTAPhZsbHr0H2/f5xmPY9DX3WR9WH0/h9bV7eeLGXrSPCmHJ7hPM+mYdK2eNItCrtmuGGytmVXf8nH/NsNlsPPD9RtQqBW+O64+3xo2vd5/g7iVrWH73SDw0bvVeBo8uvfEfPRXdd59gSj2F93VDCZn9BNnP3Ye1rKRGfP6nr6FQVd82Kr28CZv3GhUHd1Zt87tpKu4t2qFb9A7mgjzcW3fE/5bpWIp1GI7uq/cyALi17orH9TehX/Ut5qxU3Lv3x3vcPZR88iw2fVnNBEoV3hPuxVZeStnyT7GVFaH0DcJm1FeFeA2ZhCokAv0vC7GWFaNp2wOf8fdS/Olz2Mpqfs9drNXxaby+8RBPDOpKu4ggvtmXxKzvN7Ni+o0EernXiK+0WLj7+00Eerrz6sjehPp4klVcjo97dT2pqLTQItSfke2b8OCK7TX2IUR9+U9Ocw0eNRbd6t/QrVuFMf0Mme+/gdVoIHDgEKfxXq3boo8/RvHm9VTm5lB2cB9FWzbg0by6t9NSUoy5SFf18e1xFcasTMqPHnZZOXwHj6R0yxrKtq2nMiudgkUfYDMZ8ek7wGm8e7PWGE/GU757C+aCXCqOH6J891a0TVtUxVQcPYDupyXoD+xyuo/6FjFhArk/ryT/t1+pSE0h5ZWXsBoNhAwb7jQ++IYhZC1cSPHOHRizssj9aTlFO3YSMWFiVUziA/eT//tvVKSkoD91kuT/PYc2IgKvVjV7p+vL19uOMKZ7a0Z1bUVcWCBPjrwGd42aFftrH+1WKCDYx7PqE+TjWSNGo1I5xPh6aF1WBr+BIynduoay7eupPJtOweIP7fWpj/P6pG3WCsOpeMr32OuT4cQhyvdsQdukeVVMxbEDFK1Ygv7gpalPAE3unUb6l8vI+Ho5ZQmnOXbPM1gqDERPuclpfNTEkZx+9WPyVm+hIjWDtE+Xkrd6C03uvQ0ApbuW8FGDSHjyNXTb96FPTuPkgvfQJ6cRc+cEl5Ujeupkzi5bTs5PK9GfTubks//DajAQPmaU0/iwEUNJ++RzCrdsw5CRydmlyyjcso3oaVMc4mxmC5X5BVUfc1GRy8rgjO/AkZRuW0P5jg1Uns2gcIm9nnlffb3TeG1cSwynEtDv2YLlXD3T79mK5rx65mpL1mxl9DXdGdm3G02jwnhiyijcNRpWbq395tZitfLEx99x96gBRIcE1vj9kKs60bNtM6JDA4mLCmPuhKGUVRhJysh2ZVH+kbzVW0h65i1yVq5r6KzU4HH1IAz7tmA8sA1LXhZlPy/CVmnCvWtfp/G2inJsZSVVH01cW2yVJofGpPHILipPn8Cqy8OSm0X5H9+idPdEHe66UZivd51gTOfmjOrUnLgQf54cehXubipWHHI+qvenYG+Pqs/5HZVphSUcyczj8SG9aBcZTGywH0/c2AtDpYU/jjsftb1YPv2HUb5jPfpdmzBnZ1C09BNsJhNeV/V3Gm/Tl2EtLar6uLfqgM1kdGhMapu0oHz3JownT2ApzKN8+zoqM8+giWnmkjIAuPfoj/HwdkxHd2EtyEa/6lswm9B06O00XtOxNwp3T8p+/AhLZjLW4kLM6Sex5GbaA9RuuLXqhH7jCszpp7Dq8jBs+w2LLg9tl2tcUobF+xIZ06EpI9s3JS7YjycGd8PdTc2Ko86P/YojKZQYTLwxug+dokOI9POiW+NQWoYGVMX0aRrB7L7t6d/i/89opGgY/7nGpEKtxqNZC8oO7a/eaLNRdugAnq1qTr8AKI8/jkdcCzxa2BsjbmER+HTrSek+59P1FGo1/tcORLf2j3rPfxWVGm1MMypOHKreZrNRceIw2jjnjSbDqXg0sXFVN2HqkDA82ndFf2S/03hXU6jVeLVsRcnePdUbbTaK9+7Fp11752k0Gqwmo8M2q9GAT8eOtf4dlbe9l99cUrOntD5Umi3EZ+XRq1n1F65SqaBXXDRH0nJqTac3VXLDK4sZ9PLX3Pf1Kk7l1Bw125eSxbULvmLEG9/yvxVbKNK7ZmQVlRpNTByGE+d1fthsGOIPo23a0mkS46kEtDHn1adge32qONow9QlA4eaGb+e2FGysntqJzUb+hp0E9OzkNI1So8FicKxTlgoDAb272vepVqNUq7E6i7mqa73m/08KNzU+bVuj23ned4zNhm7nbnw7dXCaRqnRYDVecG4YjPh17eywzSOmMb02r6HHml9p9coLaCNqTs93GZUaTeM4DPFHqrf9XT07nWivZ7Hn17MuVBw9cClyTKXZTHxqFj3bVt/MKpVKeraJ48ip2qfOf7JyPYG+Xoy6pvs/+hvLN+3B28OdFo0i6iXfVySVCnVkLKY/pxIC2GxUnj6BW6N/1thw73oNxqO7odJU699w73Yt1go95uz0esh0TZUWC/FnC+jZJLJqm1KhoGeTSI5k5NWarsJkZsg7PzD47WXc/90GTuVWz1Awma0AaM+bvaJUKNColRxMc8HsCZUat0ZNMSRecC4nHkHTpEXt6c7j1ft69Ad2YDvvmm5MScKjfTeUfvYOGG3ztqhDIzDEu6hjXqlCFd4Yc0rieRttVKYmoI5q4jSJpnl7zJkpeA4aj9+9L+E7/Uncrxps7yEGUCpRKFU1p+GbTaij4+q9CJUWC/HZOnrGVj9Wo1Qo6BkTxpGsfKdpNp/OokNkMC+t3c/1763g5i/+4POdJ7BYrfWev/8qm01x2X6uNP+5aa4qXz8UKhXmIsdpYuYiHdpo58+qFG9ej9rXj6Yvv4NCoUChVlPw+0ryli1xGu/bqw8qb29061fVe/7/pPLxRaFSYSkpcthuKSnCLSLKaZry3VtQ+fgSOe8lwF6Oko1/UPzbMpfl86+o/f1RqNVUFjo2oioLC/GIiXGapnj3LsLHT6Tk4CGMmRn4dutOwLXXOUwxdqBQEHP/A5QePkxFsmuef9HpDVisthrTWYO8PUjJK3KaJjbEn/ljrqV5eBBlBhMLtx1m6kcrWH7/LYT52Ru/vZs35vq2TYkK8CG9sIR3V+9h1le/8fXdo1HVVt5/SeX9F/Wplt758j1bUPr4EvHoi1TVp01/UPz7D/Wat7rQBAegVKsx5hQ4bDfm5uPd0vmNQf66bTS5ZxqF2+yjjsHXXUX4yIFVU+MsZeXodh2k2WOzKEtMxpiTT+QtQwno2Yny0655DtfNP8B+bhQ4lqOyoADPJrFO0xRu20n0tMkU7ztARVo6AVf1JHhgfxTnTfErPXKUhMefpiIlFU1IMDGz76bT4i/YN/xmLHq90/3WJ5W3j/N6VlqMW4TzeqbfswWVtw/hj7wACgUKlZrSTX9Q8selqWdFpXosVmuN6ayBfj6kZju/8T+YlMrKrfv4dv69f7nvLYfimffRUgymSoL9fPjwodsJ8PGqt7xfaZSe9vpz4RRKa1kxbsF/3ymijmqCOjya0p++qPE7TcuO+N5yN7hpsJYVU/zVa86nONYDnd6IxWYjyNtx+mGQlzup+c6nQMYG+fLs8KtpHhZAmdHEop3HmfbVH/x490jCfL2IDfYjws+LdzYc4KmhV+GhUbN41wlySvTkl1XUexmU587lC6emW0uKcQtzfg9yPreYZrhFNqZwyYcO24uWfU7AhBlELvgYm8UMVhu6bz/CdDq+XvP/J4WnNwqlCqvesU7ZyktRBTlf80DpH4w6JgjT8b2Uff8+yoBQPAePA5UKw7bfwWTEnJGM+9VDKC/IxlZegqZNd1RRTbHqau8s+Ld0ehMWm41ATyf1qdB5J3pmURl7i8sZ0iaGd2++hnRdGS+u3Y/ZamXG1e3qPY9C/JV/1JgcM2bM3+9IrSY8PJyBAwcyfLjzKY5/MhqNGC/ogf8/9u47OqribeD4dzdb0ntPSIHQO0i1oKB0KaJSBBEBC6LYFQuIiPgqVuwIghQFBEEBEUV67xAIoYWQSnqyadvfP1YTlmyQmIQgv+dzzh7dm5mbGTK3zJ1n5mq1tRf+59ayNQH3P0DqFx9RHB+HNjSMkPETCRw2iowfFlZI79OzL7oDezDlZDvYW91xbtwCr373kbXwS/TnTqEOCsFv+HjMdw8l75eldV28q5L44QdEv/wKrX9YansKmpJC1to1BPTv7zB91PMv4Fq/PicefdThz+tK64hgWkeU3/y0jgxi8IdLWb73BBPv6ghAn9blT9obBvvRKNiPfrOWsP9cKp1i6j7sxLlxC7z73kv24q9s7SkwBN9h4zD3v5/8NcvqunhX7cQLM2jx2XS6HV6H1Wql+FwSyQtX2oXFHhn7Ii2/fJseZ7diMZkoOHyC1GVr8WrrOJqhLpx9+10avTmFDmt/skUpJCWT/tPPBN8zsCxNzrbyeS9Fp05TcDSWzhvXEdCnJ+krVtVBqf+ZtlELvPrcS86Sr9AnnEYVEIzvsHF45eeSv/b6a2dFJXpen7OM1x+65x87hh2aNuD7aU+SV1jMT1v28dIX3/Pd6xOuOA9T/HvON92GKT3J4WI9hnNx5Hw2FaWrO84duuE57HFyv5zucB5mXWgdHkjr8EC77/d8sYofD5ziiTvaonZS8v59d/DGLzu4bdYPOCkUdKofws0xYXAdLiTi1qU7hpTECov1uHfrgyaqEVlfvoM5JxNNTLOyOZP6eMeLqF1zCgXWIh3Fvy4GqxVzehKl7l44d77L1pkEin6Zj2u/UXg/OROrxYw5PQnDif2ogut+gS0Ay1+dz9d73YSTUkmzYF8yCkv4bu9J6UyKa+6qOpNeXl7/mMZisXD69Gm++eYbnn/+ed58881K086cOZNp06bZbZs6dSqOZ0TZMxfkYzWbUXn72G1Xeftgyq0YZggQNPJh8v7cQO4G20lCn5iAUutM2MTnyFi6CKzlZ2p1QBDurduR+PbUqyjNv2fWFWA1m3Hy9Lbb7uTp7XARIQCfwQ9QuHMThdtsq6IZUxJRaJzxH/0EeWuW2dXjWjDl5WE1mVD72s8nUvv6Ysx2/Lcw5eVx+uUXUWg0qLy8MGZmUm/CE5SmpFZIG/nc83jffAtxjz+KIbN2FkkB8HF1xkmpIPuyp7/ZhSX4O5gH6YjayYkmof4kZVceihvu64mPqzMXsgvoVMPTR8yFV2pPFRd7AfAeOILCXZvt25NWi9+oJ2yj3de4PQEYsnKxmExog+xXsNMG+qO/6Djcx5CVy8GhE1FqNaj9vNGnZtB4+nMUJ5SHuBUnJLGn1yicXF1QebqjT8+kzXcfUHy+lsLg8nJtx4affT3Ufn4YshzXw5iby/Enn0Gh0aD29saQkUH0c5MoTU6p9PeYdTqKz1/AJeKfVyWtCeZCneN25uF15Xa2ezOF223z94wpieRpnfEdNYH8dbXfzrw9XHFSKskpsB+lysnX4efpUSF9cmY2qVm5PP3xd2XbLH+VscPYV1k581nqBdr+ri5aDRFB/kQEQasGEQx8aRartu7n4f63116F/sMsxbb2o3S3X51U6e7lcMEXO2oN2pYdKd64yvHPjQYsORlYcjIoTD6Hz9Pv4Nz+Nkq2rq2Zwl/Cx1WLk0JBdqH9tIXsolL8K1mw7XJqJyWNg31Jyi2vd7MQP5Y9MgBdqQGj2YKvmzMj566lWWjlK3r+W5a/jmWlh/39ndLTq0LkweUUGi2u7W+mYO1lD7HVGrzuHkH2nPcoPW4LYzemXkATHoVHjwG10pm0FhditZhRunpy6VJkCjePStuUpbAAzGa7c485Ox2luxconcBixpKXReHiD0GtQaFxxlpUgNvAsVjyHJ+/q8PHVYOTQkFOccX25Odg8R0AfzcXVE5KuyinaD9PsopKMZrNqJ1qb7G//4o6uIX5n3VVsXbffvvtP34WLFjAr7/+yrJly5g/f/4V9zd58mTy8/PtPpMnX91KkVaTiZIzp3Br3a58o0KBe+t2FJ887jCPUutcoVVZ/44rV9jHLvvc1RtTfh66fbuoVWYT+sQzODe9ZK6gQoFL01bozzpe9EWh0VY8Oqx/x8df+xhsq8lEUfxJPG+6ZE6RQoHXTR3QxV75omE1GDBmZqJwcsL3jjvI3bbV7ueRzz2Pb7duxE18An1aWm0Uv4xa5UTT0AD2nCm/abdYrOw5m0KrCMdhMpczWyycTs+5YufzYn4heSWlBHheXQe1SswmDIlncW56yXw8hQLnJq3Qn4t3mEWh1V7Sfv5iqbv2BGA1Gik4dBy/27uUb1Qo8LujM7l7Dl8xr0VvQJ+agUKlInhQTy6u/bNCGnNxCfr0TFTengTceQsX11RMUxOsRhO643H4dO5YvlGhwKdzRwoOH608I7Zjw5Bhq0fAXT3I3ri50rRKVxdc6oVjyKz5GxyHzCYMF87i3OSydtb0Cu3MwXnLeg3bmVqlomlUKHtPnC3bZrFY2Bt3llYxFUcZokICWDZ9Et9Pe7Ls061NU25qUp/vpz1JsG/lD1etVisGk6lW6nFDMJsxpZ5HU79Z+TaFAnX9phiTrrxwjbZFBxROakoP77xiurLdKm2h+7VB7eRE0xA/9p4vvzZZrFb2JqTRKtzxq0EuZ7ZYOJORi797xeuBh7MGXzdnErMLOJGWze2NauFhkdmEMekczo0vWd9AoUDbqCWGhFOV5wNc2nZBoVJRvM/+uq1wcrL9m192XbFaLBXutWqMxYw5/QKqqEvnbCtQRzau9HUzpuSzKH0CuPT84+QbhEWXB5bLVsc2GrAWFaBwdkFVvymG0zU/91Pt5ETTYB/2JJav0WCxWtmbeJFWof4O87QJ9ycpV1f2oAvgQo4Ofzdn6UiKa67Gz7S33HILN9100xXTaLXaaoW1Zq1aTvgzL1Ny+hQlp+LwG3gvSmdncv+wzXEMf3YyxuxMLi74BoCCvTvxH3QfJedO28JcQ8IIGvkwBXt3XXLzjO1m787e5G78zX57LSn4bTX+457GcP4M+gTbq0EUWmd0223vA/Mf9zTm3BxyV9iekBcf2YdXz4EYLpxDf+4UqsAQfAY9QPGRvWUnb4XWGXVg+QIQKv8gNPWiMRfpMOfU/A1n2vff0+D1KRSdjKPw+AmChw1D6exM5po1ANSfMhVjZiZJX9heweLWrDmagACKT59CExBI2LhxoFCStqg83Djq+Rfw69mLUy+9gKW4qGzk01RUhPWy8OiaMuqWVrz+4yaahwfQIjyQRTuOUmIwMqid7QL16vI/CfR0Y1KvTgB8uXE/rSKCiPDzQleiZ/62I6Tl6bjnJtviScV6I1/+uZ87m9fHz8OF5OwCPly/m3q+XnRtWDujSPm/rybg4UnoE89gSDiN551329rTDtuIkP/DT2PKyyZvpe3fuuTIPjzvGojhQgL6hHhUgSF4D3qAkqP7Km9PAbXbngASPplPqznvkH8wlrz9R4meOBqVqwvJC1cC0GrOO+hTM4if+gEAXh1a4RwaRMGROJxDg2j46kQUSiXnPvimbJ/+d94CCig6lYBbg0iavP0ChafOkfzdylqpA0DygoU0mTkdXewJdMdiCXvwAZQuLqT/tBqAxu9Mx3Axg4QPZwPg0aoF2qBACuPi0QYFEvnEY6BUcmHu/LJ91n/hGbI3b6U0JQ1tYABRTz6O1WImY23tze++XMHvq/EfMwlD4hn0f7czjTOFO2znLb8xkzDnZZP30yIASo7uw/POARiSzmH467zlPXAEJUf2VXyYUUse6HkrU79ZTrOoMJrXr8eSDTso0RsYcIttAabX5ywj0NuTJ+/rjVatJibcfv6ex19zmf7eXqI38M0vm+jWtin+Xh7kFRazbOMuMnILuKuD48XHriUnN1fcLukou0aH49m6CYacfEqTavfh3D8p2bEBjyHjMKaex5R8DpeuPVFotJQesL0X1mPIOCwFeRT9bj+n1qX9bejjDmItKbLfoVqD2+13o487hKUw3xbm2qkHSg8fuxVfa9qozs14ffV2moX40SLUn8V74ygxmhj41/SG11ZtI9DDlad62NrYV1uP0DLMnwhfT3SlBhbsiiUtv4jBbctXNd5w4jw+rs6EeLlxOiOXd3/byx2N69G1wT/PYfw3dH+uwXfUExgunC17NYhSq6Vo9yYAfEZNxJyfQ8HPS+zyuXXpTsnRfViK7Ef7raUl6E8fx2vQKKxGA6acLLQxzXDr2I28lQtqpQ4ApXv/xK3/g5jTEzGlJuLc4Q5QazEctQ0KuPYfjUWXR+kW27lXf3Abzu274XLXfegPbEbpE4hz117o928u26cquikoFFiyL6L0CcCl+2As2RfL9lnTRt7UmCnr9tAs2PevV4PE29pTS9taAa+t3U2guytPdbM9yLuvTQxLD57m3Y0HGd6uERdydczdfYLh7csXTyo2GEnKLf8bpeQVEX8xF08XDSGeMrdb1Jwa70x6e3uzcmXt3aAB5G/bhMrLi6CRD6Hy8aX03FkSprxUtiiPOiDQrjOY8cNCsFoJGjkWtZ+/beRx7y7SF35jt1/3Nu3RBAbX7iqulyjatx2lhxc+g0bg5OWDPukcFz98A8tfISYq3wC7t67m/WKbZ+gzeCROPr5YdAUUH9lL7opFZWm0UTGEvPR22Xe/4eMA0G3fSNa8j2u8Djkb/0Dt4034uEdQ+/lRfPoUJ595uizkWBsUZPe3UGo11Hv0MbShoZhLSsjbtZOz097AXFh+wgsaci8AzT7/0u53nZ3+Jlnraj5kCaB3qxhyi0r5/I99ZOmKaRziz+dj+pW97iM9T4fykgerulI9b/60hSxdMZ4uWpqFBbDgscE0CLJ1fJVKBafSs/n5YDy6UgOBHq50aViPJ+7sUGvvmizet50cd098Bo7AydMHQ1ICFz+ahqXAtsCCys/f7uY9b80yrFYr3oMfwMn77/a0r6wTALb2FPzCjLLvvkPHAlC4YyNZ335SK/VIW/ErmgBfGr3+JJqgAHRH49g7aDyGDNscZpd6oXbHhZNWS6Mpk3CNroe5sJiM37ZwZNxLmPLL50qpPN1p/OazOIcFY8zNI33V75x640OstTiKlPnrBtQ+PkQ99Tgaf38K4+I59siEshBw55AQu3ootVqinnoCl3rhmIuLyd66nZMvvYZZV14PbXAQTWfNRO3tjTEnl/yDhzg07EGMDt7pWluK9+8g18ML7wHDbe0sOYGMT6aVLeSh8g2wG4nMX2sLwfce+Fc7Kyyg5Mg+clc5XgCtNvTq1IpcXSFfrPqD7HwdjSNC+PTZMfh52cJc07PzUFZh5ESpVHA+LZM1Ow6SV1iEl7srzaPCmTv5ERqEXV00Q23yat+CLhvLH9A1m2V753DSdys5OvbavC+2MvrYvSjcPHDrMQiluxemtAvkL/gAa5EtJFHp7VdhJNvJPxh1VCOKvn2v4g6tFpz8Q/AccTNKV3csxYWYUs6T981MzBkVp0/UlF7No8ktLuWLLYfJKiyhcZAvn4+4s2wht7SCIhSXtKmCUj3T1+4iq7AET2cNTUP8WPBQHxoEeJelySos4f3f95FdWEqAhwv9Wzbgkdscr/5cE0oO7iTP3RPPfkNx8vDGmHKerM9mXHIs+1f4W6gCQ9HGNCXz0+kO95k97yO8Bo7Ad/QklK7umHIyyV/zPUXbN9RaPYxxByhxdcf51v4o3TwxZyRTuOzTsneMKj197K59Vl0uuqWf4trjXrRjX8Wiy0O/bxOlu8vLqNC64HL7QJQe3lhLizHEH6Jky8+1NtDQq2kEuSV6vtgeS3ZRKY0Dvfnsvm5lYa7pBcV256hgT1c+u68b7/95iPu/XU+ghwsj2jfioU7lbwM4kZ7L+B82lX1/f9NhAO5uEcWbfTvVSj2uJ5Y6irD6X6SwWq+fqOJj/e/450TXsZZrNpHw8IC6Lka1Rc/7mT1d/vsnmk679lC64sO6Lka1OA95hvPjBv5zwutc1DerWedae+8JvRb6Fp9kS9M2dV2MausWd5jERwbVdTGqLfLrVRTtrN0Hl7XNres9rFU7fqXKf0k/YzyZr42p62JUS8Bb31Ky6O1/Tnidcxn5CskT76vrYlRb+KfLyZ05oa6LUS0+kz+neO6Uui5GtbmOrXwNlOvZmoPX75SD/u3+cy/TuKL/3HsmhRBCCCGEEELUvRurayyEEEIIIYT4n3b9xF3e+GRkUgghhBBCCCFElUlnUgghhBBCCCFElUmYqxBCCCGEEOKGYbXKaq7XioxMCiGEEEIIIYSoMulMCiGEEEIIIYSoMglzFUIIIYQQQtwwLLKa6zUjI5NCCCGEEEIIIapMOpNCCCGEEEIIIapMwlyFEEIIIYQQNwyrhLleMzIyKYQQQgghhBCiyqQzKYQQQgghhBCiyiTMVQghhBBCCHHDsKKo6yL8z5CRSSGEEEIIIYQQVSadSSGEEEIIIYQQVSadSSGEEEIIIcQNw2K9fj9V9dlnnxEVFYWzszOdOnVi7969V0y/fPlymjRpgrOzMy1btmTdunX/8l/x6khnUgghhBBCCCGuM0uXLuXZZ59l6tSpHDx4kNatW9OrVy8yMjIcpt+5cyfDhw9n7NixHDp0iEGDBjFo0CBiY2NrrYzSmRRCCCGEEEKI68wHH3zA+PHjGTNmDM2aNePLL7/E1dWVefPmOUz/8ccf07t3b1544QWaNm3K9OnTadeuHZ9++mmtlVE6k0IIIYQQQogbhtV6/X70ej0FBQV2H71eX6EOBoOBAwcOcOedd5ZtUyqV3HnnnezatcthvXft2mWXHqBXr16Vpq8J0pkUQgghhBBCiGtg5syZeHl52X1mzpxZIV1WVhZms5mgoCC77UFBQaSnpzvcd3p6epXS1wSF1Wr9F1NBhRBCCCGEEOL6s3y3pa6LUKkBbY0VRiK1Wi1ardZuW2pqKmFhYezcuZMuXbqUbX/xxRfZsmULe/bsqbBvjUbDggULGD58eNm2zz//nGnTpnHx4sUaromNqlb2+i/9Ed6yrotQLXcmH+Pc2bN1XYxqq9+gAdtbt6vrYlTbLUcO8vZSc10Xo1peGerEOtcmdV2MautbfJLkiffVdTGqJfzT5RzscUtdF6Pa2m3cfsO0qZ03dajrYlRL1/37yHxtTF0Xo9oC3vqWterGdV2MaulnjOerDXVdiup7tCdsati6rotRbXecPvKfP0/1LT7Jes+mdV2MautdEFfXRfhXruehMkcdR0f8/f1xcnKq0Am8ePEiwcHBDvMEBwdXKX1NkDBXIYQQQgghhLiOaDQa2rdvz8aNG8u2WSwWNm7caDdSeakuXbrYpQf4/fffK01fE66rkUkhhBBCCCGEEPDss88yevRobrrpJjp27MhHH31EUVERY8bYoloefPBBwsLCyuZcTpo0iW7duvH+++/Tr18/fvjhB/bv38/XX39da2WUzqQQQgghhBDihmGxKuq6CDVi6NChZGZmMmXKFNLT02nTpg3r168vW2TnwoULKJXlgaZdu3ZlyZIlvPbaa7zyyis0bNiQVatW0aJFi1oro3QmhRBCCCGEEOI6NHHiRCZOnOjwZ5s3b66w7b777uO++67dOhUyZ1IIIYQQQgghRJXJyKQQQgghhBDihnE9r+Z6o5GRSSGEEEIIIYQQVSadSSGEEEIIIYQQVSZhrkIIIYQQQogbhoS5XjsyMimEEEIIIYQQosqkMymEEEIIIYQQosokzFUIIYQQQghxw7BImOs1IyOTQgghhBBCCCGqTDqTQgghhBBCCCGqTMJchRBCCCGEEDcMq1VR10X4nyEjk0IIIYQQQgghqkw6k0IIIYQQQgghquw/G+YaPnoYkY89hCbAn8K4eOJfn0nB4ViHaRUqFVETxxFy7wC0wYEUnzvPmbc/JHvzjrI0N+9aj0u9sAp5k+b/QPxrM2qtHr/88gs/rlhBbm4u9aOjefzxx2ncuLHDtL+uX8/GjRtJTEwEICYmhodGj7ZL//4HH/DHH3/Y5Wvfvj1vTZ9ea3UIGXo/YaMfROPvR9GpU5x9510KY487TKtQqQgfO4bAu/ujDQyk5HwiCR99Qt7OnQ7Thz/8EFGTniJl0RIS3ptVa3X4220tFLSpr0CrhuQsWH/AQm5h5enrBUDnxkqCfcHDRcGP282cSqmYzs8D7mitJCIAlErIKoCVOywUFNds+SMfHUH002PRBvmjO3aS48+9Rf7+Yw7TKlQqGrzwCGEPDMI5NIiiUwmcfH0WWb9vL0vj5O5GoylPETzgTjQBfhQciePECzPIP+D4WKspbrf1wqPHAJw8vTGmJJK7fB7GxDMO0wZMegNtw+YVtpfEHiT7y5kAKDTOeA18AOdWHXBy88CUnUHhlnUUbf+9VuvhP/Aegu4fjtrXl5KzZ0ma/SHF8XGVpg+45z4CBgxGExiEKT+P3K2bSf3mK6xGAwBKFxdCx4zH65bbUHv7UHzmFMmffUxx/Mlaq8ON0qaC77uP0FEj0fj5UXT6NAnvvUfh8ROO6+HkRNiYMQT274cmIICSxEQSZ39K3q5dZWnCHnoIvzvuwCUqEoteT8HRoyTO/pTSv87PtcG5U3dcb+mD0t0LU/oFCtcsxpSS4DCt19iX0EQ3qbBdH3+EgoUfAeDafSDalp1w8vLFajZhSj1P0e8rMSWfq7U6VIXvLTdR/7mxeLVrgXNoIPuHTODizxvrrDxWq5Wd6z4hdudySksKCItuR4+hb+ATGHXFfIe3Lmb/xrkUFWQSENaEO+59nZCoVgDkZycz940eDvP1f/gjGrXtw/HdK/lt8WSHaR57eyeuHn7/uk5hDwyl3rjRaAL8KTp5ilNvvoPuaOX3UpGPjSV48N1oggIpOXees+99RM42++u3JiiQBi88jd9tN6N0caYkMYmTL09BF+v4eKsJN8J5KmL8CKKfehhNkD+62JPEvTCD/AOV16H+c48QNmIg2pAgik4ncGrq+2T9UV4HlEpiXplI6P13ow3yR5+eQcriVZx994taq8P1xCqruV4z/8nOZNDdvWg05QXiJk+n4NBR6o0bRdtFX7Gz290Ys3MqpG/w4pME39OPuBenUXwmAd9uXWn1zUfsHzgK3XHbTdjefsNROJUP1Lo3bki7H+aQsfa3WqvHli1b+HrOHJ6cOJHGTZqwatUqXnv9deZ8/TXe3t4V0h89epTbu3WjadOmaDQali9fzquvvcaXX3yBv79/Wbqb2rfnmWeeKfuuVqtrrQ7+vXoS/fyznHnrbXTHjhH2wAO0+OIzDgwcjDEnt0L6yIkTCOjXlzPTplOccB6frl1o+uEsjo4eQ9HJeLu07s2bEXzvEIriT9Va+S/VuYmCmxoq+GWPhbwi6NZSybBuSr7+1YLZ4jiP2gky8qwcSbBy7y1ODtN4u8GoHkqOnLOyLdaK3ggBXmAy12z5Q4b0ock7L3P8qTfI23eEqImj6bj6G7a06YMhs+Jx0WjqJMKGD+DYE69TGH+OgLtuof0Pn7Kr+3AKjtg6PC0/n45Hs4YcHvsS+rQMwoYPoOOab9navh/61IyarcBfXNp1xXvwaHKXfo3h/Bnc7+hHwBOvkv7mJCyFBRXSZ82ZhcKp/FSmdHMnaPIsSg6V3/h7DRmNc6MW5H73CabsTJybtsb7/nGY83MpPba/Vurhc3t3wh+byIWPZlF88gSB99xPzP99wImHhmPKy6uYvvtdhI1/jMT33qHo+DG04fWIfPFVwErKF58CEPncyzhH1ydx5nSM2Vn43tmLhu9+xImxIzFmZdV4HW6UNuV3111EPfM052a+gy42lpDhw2k2ezaHhtyLMbfieSpiwuP49+nD2RkzKDmfiHfnzjR+711ix44tOx95tmtH2vLlFJ44gcLJicgnJtD809kcuu9+LKWlNV4HbYuOuPcZhu7n7zAlncOl6114PfQcOR9Nxlqkq5C+YMmn4FR+TlK6uuPzxJvoY/eVbTNnXaRwzSLMOZko1Gpcuvay7fODl7EWV9zntebk5krB0XiS5q/gph8/q+visO+PORzespBeI9/Byy+cnWs/ZuXnYxn96jpUaq3DPPEH1rHlp5n0GDqNkMjWHNy8gJWfj2XM6+tx9fDDwyeER2dst8tzdMdS9m+cS1Sz2wBo1K4vUc1utUuzftHLmI2GanUkA/v2IuaV54mf8hYFR45Rb/QDtJ73BXt6DsSYU/H4jn5mIsED+nHytWkUn0vA99autPj8Qw4OHU3hCdu9lMrTg3Y/zCdvz36OjHsCY04uLlERGAsqnrtryo1wngq+pw9N3n6J40+/Qd7+o0RNeJCbVs5hW/u+GLIq1qHh65MIHXo3sU9NoejUOfx73ELbxbPZfdcIdEdtdaj/zDgixg7j2GOTKYw7jWfbFrT8/G1MBToSv1xU43UQ/7v+k2GuEY88SMr3K0hbtoqi0+c4+fKbmEtLCB022GH6kHv6c372N2T/uY2SC8mkLFxG9p/biHh0dFkaY04uhszsso//nbdRfP4Cubtq50YT4KeffqJP79707NmTyIgInpw4Ea1Wy4YNGxymf+nFF+nfvz8NGjSgXr16TJo0CYvFwuEjR+zSqdVqfH19yz4eHh61VoewUQ+QvvInMlb/TMm5BM68NQNzaSlBgwY6TB/Qrx/J38wjd/sO9CkppC//kdztOwh7cJRdOqWLC41nzuD0tOmYavEidKmOjRTsOGHldCpk5sMveyx4uEDjsMoncZ9Lhy2xVoejkX+7vZWCs2lWNh21cjEP8orgdCoU62u2/NFPPUTSt8tJXriSwpNniX1yKuaSUsIfHOIwfdiIgZx97ysyf9tKyflkLsz5gczfthL91BgAlM5aggf15ORrs8jdsZ/icxc4PeNTis9dIHL88Jot/CU8uvenaOdGindvxpSeTN4PX2M1GHDr0t1hemtxIRZdXtnHuUkrrAa9XWdSG92Ioj2b0Z8+gTknk6Idf2BMSUQTGVNr9Qi8dxhZ634h57d1lCae58JH72HRl+LXu7/D9G7NW1AYe4zcP3/HcDEd3YF95G76A7fGzQBQaDR439aNlK8/p/DYEfSpKaR9Nw99agr+dzs+91XXjdKmQh8YwcVVq8j45RdKEhI4N3Mm5tJSAgcMcJg+oG9fUr6dT96OnehTUri4YgV5O3cS+sDIsjRxTz1F5po1lJw7R/Hp05x+YxrakBDcmzatlTq43NyT0v1b0R/cjjkzlcKfv8NqNODc/laH6a0lRVgLC8o+mgbNsRoNdp1J/dHdGM+ewJKbiTkjlaJfv0fp7IoqOLxW6lBVmb9t5dTUj7i4+o9/TlzLrFYrhzZ/R6dejxPT6k4CwprQe9S7FOZncOZo5eU7sOlbWnS5nxadh+AXEsOdQ6eh0jgTu2sFAEqlE26eAXafM0f/oFHbPmi0bgCoNc52P1conEg6tYcWXRwfh1er3sOjSF26kvQVqyk+c474KW9hKSkl5N5BDtMHD+xH4pffkLNlO6VJKaQuWU72lu3Ue/jBsjQRjzyMPu2ibSTyaCylySnkbt9F6YXkapX1Sm6E81TUxNEkLVhOyuKfKIo/y/Gn38BcUkrYqHscpg8dNoBz739N1gZbHZLm/kDmhq1EP/lQWRrvTm3JWPsnmb9toeRCKhdXbyDrzx14tW9ZK3UQ/7tqvDNZWHiFmMAaoFCr8GjZjJxtu8s3Wq3kbNuNd7vWjvNoNVj09nfu5lI93h3aVvo7gu/pT+oPP9VYuS9nNBo5feYMbdq0KdumVCpp06YNcSevLmRNr9djNpvxcHe323702DGGDR/OuPHjmf3ppxTUUmdMoVLh3rQpebv3lG+0WsnbvQePVq0c5lFq1FgM9n8Li16P5yX/DgANXnmZnK3byd+zt6aL7ZC3G7i7KEi4WB4XoTdCajaE+V8h41VoEKIgRwfDblMyaaCS0XcqaVQxorpaFGo1nm2bk73pknAjq5WsP3fh06mNwzxKjQZz6WXHRUkpPl3b2/apUqFUqbA4StOlfY2Wv4yTCnW9+pTGHy3fZrVSGn8UTXSjq9qFW9ceFB/cifWSdqZPOIVLy5tQevkCoG3YHFVgCKVxRyrbTbUoVCpcGzVCd/CSh1FWK7qD+3FrVjEkF6DoeCyujRrj2tjWGdGEhOLVsTP5e22dYoWTEwonFVaDwS6fRa/HvYXj461adbhB2pRCpcK9SRP7c4nVSv7evXi0cnxTpVA7OE+V6vFo4/gaA6D66zxcKw+/nJxQhUZhOHvJ9AGrFePZE6jrXd0DEef2t6E/tgeMBscJnJxwvul2LCXFmNKTaqDQN5b87GSKCjKJaNy1bJvWxYPgqNakJRxymMdsMnAx6TiRl+RRKJVENu5K2nnHeS5eiCUzOY6WXe6ttCwn9q5CrXGmYZve/7I2tvsc9+ZNyd152b3Uzt14tq3s+q3Bor/s/FOqx6t9m7Lv/j26oYs9TvNP3uPm3Zu4afVSQu533CGqCTfCeUqhVuPZpjnZm8ofgGK1kr15F94d2zjMo9RWrIOltBSfzuXly9tzCL9unXGNiQLAo0VjfLq0I/P3bTVdheuSxXr9fm40VepMfvjhh1f8uU6no1evXtUq0D9R+/qgVKkwZGbbbTdkZaMJdBzukbNlJxHjH8QlOgIUCnxv7UJgnx5oAwMcpg/o1QOVpwepy1fXePn/VlBQgMViwcfHx267j7c3uQ7CSxyZ9+23+Pr60rZteae4ffv2PP/cc8x8+20eHjOGY8eO8fqUKZjNNRxTCah9vFGoVBVCi43ZOWj8Hf8tcnfuInTUSJwj6oFCgXfnTvh1vwNNQHmPzb93T9ybNuH8J7NrvMyVcXO2/bfosui0olJr2c/+7X61agVdmio4m27l+y0WTiVbGXKzbf5kTdH4244L/UX740KfkYU2yHFvOOuP7UQ/+RCuDSJBocC/e1eCB96FNthWMHNhEbm7DxHz8gS0IYGgVBI67G58OrUpS1PTlO4eKJycsOjy7bZbCvJx8vT+x/zqyBjUoREU7bSfV5W3fC7G9GRCZ3xF2Mff4z/hVfKWfYPhbOXzF6tD5eWFwkmFKdf+2DDl5qD2reTY+PN30ubPpdHHn9P2t820WLQM3ZFDXFyyEABLSQmFx48RPPIh1H5+oFTie2dP3Jo1t32vYTdKm1J5285ThsvOq8acnEr/3fJ27yZ0xAM417Odp7w6dcS3+x1o/Ct5sqRQEPXcsxQcPkzx2bM1XQWUrn8dF5eFeVsK81G6e/5jflVYNKrgcEr3b63wM03j1vi//gX+U7/G5eae5M+fhbW4dh8K/xcVF2QCVAgrdfPwo6jAcYh5SVEuVosZV0/7PK5XyBO760d8gxsQWr9dpWWJ3f0jTdr3R6359xcntc9f91JZ9se3MTsbbYDjdp6zfSf1Hh6FS6TtXsrn5s4E9Oxudy/lXC+c0BH3U3L+AkcefpyUJcto+PpLBA+++1+X9UpuhPOUxs/b4X2tPiO78jps3E7UxPI6+N3RlaC777Ir37kP5pC2Yh237l9Lz+yjdN2+ksTPvyNt2Zoar4P431alOZOvvPIKfn5+PPjggxV+VlRURO/evcnOznaQ055er0d/2UihVut4vkFNiJ/yDk3ffYOum3/GarVSkphE6tLVhA4b5DB92LDBZG/ajuFiZq2VqbqWLVvGli1bePf//g+NRlO2/fZu3cr+Pzo6mujoaB4eO5ajx47R9rLRv7pw7t33aDjlddqvWglWKyXJyVxc/QtBg2zhZpqgIOq/+AKxj06oMAJTk5pHKujTvjx8ddm2SiZFVtPfv+F0ipV9p2yPozLyrIT5K2jbQMGFzLp7RHXihRm0+Gw63Q6vw2q1UnwuieSFK+1Cg46MfZGWX75Nj7NbsZhMFBw+QeqytXi1dTy6VtfcunTHkJJYYbEe92590EQ1IuvLdzDnZKKJaVY2Z1If73iBg2vNvXVbgkeMIumT9ymKO4E2NJx6T0zCODKL9EULADg/czqRL0ym5bLVWM0mik+fInfTH7g2dLxo17V2o7SphFnv0+C1V2n743LbyHhKChk//0LgAMc3xPVfehHXBg2IHTf+Gpf06jjfdBum9CSHi/UYzsWR89lUlK7uOHfohuewx8n9crrDeZj/S+L2/cwfP0wt+z7osa9q/XcaDaWcPLCGTr0mVJomNeEQOeln6TPq3Vovz+VOv/Uujd+aQqffVmG1Wim9kEzaitV2YbEKhRJd7HHOfWB7GFx44iTujWIIHX4f6T/9cs3L7MiNcJ6Ke/FtWsx+k1v3r7Xd1yYkkbz4J8JHlo8CB9/Th5D7+3Nk7Au2OZOtmtLkncmUpmeQuqT2BkvE/54qdSYXLlzIqFGj8Pb2ZsAlc02Kioro1asXmZmZbNmy5R/3M3PmTKZNm2a3berUqdxyFWUw5uRiMZnQBNg/6dP4+2HIcNyRNebkcnTcJJRaDWofb/TpGcS88gwliRVj+J3DQvC9tTNHxz/jYE81x9PTE6VSSe5liz/k5uXh4+t7xbw/rljBsuXLeXvGDKKjo6+YNiQkBE9PT9JSU2u8M2nMzcNqMqH2sy+v2s+3wtPOv5ly84h75jkUGg1qby8MGZlEPf0UpSm2SYfuzZqi8fOj7Q+Ly/IoVCo827cjdNj97OjQGSzV7/idTrGSml3ekft77SU3Z/vRSTdnBRfz/n2Hr9gAZouVrMsi37ILrIQHKICa6UwasmzHhTbI/rjQBvqjv+j4CbghK5eDQyfajgs/b/SpGTSe/hzFCeUhbsUJSezpNQonVxdUnu7o0zNp890HFJ+vnTA4S6EOq9mM0sPLbrvS0wtzQd4V8yo0Wlzb30zB2qX2P1Br8Lp7BNlz3qP0+EEAjKkX0IRH4dFjQK10Jk35+VjNJlQ+9seGyscXY47jYyN0zDhyfv+N7HW2p8alCedwcnEm4pkXSV/8HVitGNJSOf3skyidnVG6umHKySb6tWno01JrvA43Spsy5dnOU5rLzqtqX1+MlTz8NOXlEf/8C7bzlJcXhsxMIp+ciD6l4r9z9Isv4HPLrcQ+8giGjNpZQMhS/NdxcdkopNLdy+GiVHbUGrQtO1K8cZXjnxsNWHIysORkUJh8Dp+n38G5/W2UbF1bM4X/j2rQsjvBUeVhzWaT7eFmsS4bd6/Asu1FumwCwyqumgvg4uaDQulEcYF9OyvWZePmWXHE6fTh9RgNpTTrOKjSch3buZyA8KYERbSoSnUqMOb+dS91WRSR2s8Pfabj49uYk0vshGdQajSofLwxXMyg/gtPU5pUvmiAITOTojP2qwEXnT1HQM87q1XeytwI5ylDdp7D+1ptoF+ldTBm53JoxJO2Ovh6o0/LoNG05yg+X35f23j68yR8+A3pK9YBUHjiNM71Qqn/7CP/E51JWc312qlSmOu9997L7NmzGT58OJs3bwbKRyQvXrzI5s2bCQkJ+cf9TJ48mfz8fLvP5MmOl72+nNVoQnfsBL63dCrfqFDge0tn8g5eef6TRW9An56BQqUisO+dZG7YVCFN6NBBGLJyyNpYMRyoJqnVahrGxNgtnmOxWDh8+DBNmzi+MAEsX76c77//nunTp9Oo0T/PIcvMykKn0+H7Dx3Uf8NqMlEYF4d3p47lGxUKvDt1RHf0aOUZAavBgCEjE4VKhV+PHuRssj2EyN+zl4ND7uPQ0OFlH13scTLX/cqhocNrpCMJYDBBbmH5J6sACkusRAWVj1ZqVBDqBynVWCTTYoG0HPC9bA0kXw8FBUU1d6azGo0UHDqO3+1dyjcqFPjd0ZncPYevXEa9AX2q7bgIHtSTi2v/rJDGXFyCPj0TlbcnAXfewsU1FdPUCLMJY9I5nBtfMpdNoUDbqCWGhCuv6uvStgsKlYriffbHrsLJCYVKBVb7tmO1WEBR+eJK1WE1mSg+dQqPtpfMr1Eo8GjbnqITjl+bo9Q6Y73s6mf9exnhy8ppKS3FlJONk7sHHh06krfTfjXImnCjtCmryUThyZN4dexQvlGhwKtDB3RHr/wgwWowYMjMROHkhG/37uRc9rA0+sUX8L39do4//jj61Jrv0JcxmzGlnkdTv1n5NoUCdf2mGJMcvzLnb9oWHVA4qSk97Pj1S5dTKBW24+V/nMbZHZ+AyLKPX3AMbp4BXIgvn9emLykk/fwRQqIdr7/gpNIQVK85F06V57FaLFw4tYuQqIp5YnetoEHL7rh6OL5eG/RFnDr0Ky06Vz6f8mpZjSYKj8fh08X+XsqnaycKDl35+m0xGDBctB3fAb16kPVH+b1U/sHDuEZH2aV3jYqktJaOjxvhPGU1Gik4fBy/2zuXb1Qo8OvWmby9h6+Y16I3oE+z1SFo4F1krC2f4uHk6mK7zl3KbEah/E+uvSmuY1W+YowbN46cnBwGDhzI6tWrmTJlCqmpqWzZsoXQ0NCr2odWq61WWOuFr7+j2YczKDhynPzDx4gYNwonFxfSlq4CoPlHMyhNz+DsOx8D4Nm2JdrgQAqPx6MNDqT+s4+DQkniF9/a71ihIOT+QaT9+DPWWphjeLnBgwfz/gcf0LBhQxo3asSq1avR6/XcddddAMyaNQs/Pz/GjLGtMLZs+XIWLlzISy++SFBgIDl/zQFycXHBxcWFkpISFi9Zws0334yvjw+paWnMmzeP0JAQ2rWvncUtUhYuptH0aRQeP4Eu9jihI0fg5OLCxVU/A9DorTfRZ2SQ+Int1QbuLVugDQyk8GQ82sBAIh5/FIVSQfL8+QCYi4spPmM/58hSUoIxL7/C9pq295SVm5spyNVZySuC21oo0ZVAfEr5Df6I25XEJ1s5cMa2Ta0Cn0vWP/JyUxDobaXUQNk7JHeftDC4i5KkTEjMsFI/WEHDUFi0qWYfmyV8Mp9Wc94h/2AsefuPEj1xNCpXF5IXrgSg1Zx30KdmED/1A1tZO7TCOTSIgiNxOIcG0fDViSiUSs598E3ZPv3vvAUUUHQqAbcGkTR5+wUKT50j+buVNVr2S+n+XIPvqCcwXDhb9moQpVZL0W7bDYvPqImY83Mo+HmJXT63Lt0pOboPS5H9fC9raQn608fxGjQKq9GAKScLbUwz3Dp2I2/lglqrR8aPPxD50qsUnzpJ8ck4Aobcj9LZhezfbCM+kS+9hjErk9S5tvC5/F07CLx3KCVnTtnCXMPCCBkzjvxdO8oeonjc1BGFQkFp0gW0YWGEPfIE+gsXyF5fO6NIN0qbSl28hIZvTKXwRByFx48TMmI4Ti4uZPxiC7uLmfYGhoxMLnxme/2Ee/PmaAIDKTp1Ck1AAPUeeQSFQknKd9+V7bP+Sy/h37sXJ597HnNxcdn8S3NhYYUF32pCyY4NeAwZhzH1PKbkc7h07YlCo6X0gO1BgseQcVgK8ij6/Ue7fC7tb0MfdxBrSZH9DtUa3G6/G33cIdvcS1d3nDv1QOnhY7fia11ycnPFLSai7LtrdDierZtgyMmnNCntmpZFoVDQ9vYH2fPbF/gERuLpF87ONR/j7hVITKvyUbfls0cT0+ou2nazrfzb/o4xrF/0EkERLQiObMXBzQsw6kto3tl+UZrczESSz+5j8GNfV1qG+IPrsFjMNO3geBXiqkqat5Am705HF3ucgqOxhD800nYvtWIVAE3ffQv9xQzOvf8JAJ6tW6IJCqQw7iTaoECin3wchVLJhTnzy/f57SLaLV1A5GNjyVi3AY/WLQgdei/xr79ZI2V25EY4T53/dAEtv5xJ/qFY8vcfI2rCgzi5upCyyLYQZMuv3kGfepFT02xrl3jd1ArnkCAKjsXhHBJEzOQnUCiUJHw8t2yfmb9uosHzj1KanEZh3Gk8WjUjauJDZf8uQtSUf/X48cUXXyQnJ4cePXoQFRXF5s2bCQ+/dkuJX/zlN9R+vtR//gm0Af7oTpzk0KjHykIrncNCsF6yXJJSq6XBC0/iEhGOubiY7D+3ETvpFUwF9nNCfG/tjEt4aK2u4nqpbt26kV9QwKKFC8nJzaVB/fpMf/PNskV5MjIz7Z4grV27FpPJxIy337bbzwMjRjBy5EiUSiUJCQn88ccfFBUV4evrS7t27Xhw1Cg0tfSuyazfNqD28SFiwuNo/P0oio8ndsLEsndUaYOD7Z6MKTUaIp+YgHN4GObiYnK37+DUq69h1tX9gg+7T1rRqKDPTUqcNZCUCUu32L9j0tsdXC95DhLiAyO7l7/L7a62tr/X0QQLa/ba2uCpFPj1gJWuTRXc1da2suuKHRaSa/i1gGkrfkUT4Euj159EExSA7mgceweNLwv/dqkXareMmJNWS6Mpk3CNroe5sJiM37ZwZNxLmPLLjwuVpzuN33wW57BgjLl5pK/6nVNvfIjVZKrZwl+i5OBO8tw98ew3FCcPb4wp58n6bEbZojwqX/8K8SuqwFC0MU3J/HS6w31mz/sIr4Ej8B09CaWrO6acTPLXfE/Rdsev4akJuZv/ROXlTchD41D7+FJy9gxnXn4O01+h7ZrAILvR0rRFC7BarYSMGY/GPwBTXh75u3eQOrf85tLJzZ2wcY+i9g/ArCsgd9sWUud9DbX08OtGaVPZv/+O2sebiMceRe3nR9GpU5x48im78xSXXTMiHn8M57AwzCUl5O7YwekpUzBfslp58H220aEWX9vPpTv9xjQy19T8Ahf62L0o3Dxw6zEIpbsXprQL5C/4AGuRLcxV6e1X4bhw8g9GHdWIom/fq7hDqwUn/xA8R9yM0tUdS3EhppTz5H0zE3NGLY6yVoFX+xZ02biw7HuzWa8AkPTdSo6OvbpopprU4c7xGA0l/P79FPQlBYTVb889E76xe8dkflYSJUXl01cat+9LcWEOO9d+QrEuk4Cwptwz4ZsKYa7Hd63AwzuYqCaVT/iJ3bWChq3vwtn1nxdduhoZ635D7etD9KQJaAL8KYyL5+jYCWWL6mlDg7Feco5SajXUf+YJnOuFYy4qJmfLdk688ComXfnxrTt2nNgnnqX+c08ROfFRSpNTOD3jXS7+vK5GyuzIjXCeSl/5Kxp/Hxq+8hTaIH8KjsWxf8gjZYvyuISH2EVmKbVaGr7+FC5R9TAXFZO5YStHH7Gvw4kX3qLha5No9v4UNAG+6NMzSPp2GWfe+bxW6nC9kTDXa0dhvTyu6gruucf+Sdq6deto3bo1YWH27zlYufLfPfX4I/y//e6bO5OPca4WVvK71uo3aMD21pWvJPdfccuRg7y9tPZHmGvTK0OdWOdaedjzf0Xf4pMkT7yvrotRLeGfLudgj6uZ2X19a7dx+w3Tpnbe1OGfE17Huu7fR+ZrY+q6GNUW8Na3rFVfH4tA/Vv9jPF8VXvPlq6ZR3vCpoaVv8Lmv+KO00f+8+epvsUnWe9ZO++dvZZ6F9TOque1bV4tzcapCQ87fm32f1aVRia9vOwXxRg+vPZeMi2EEEIIIYQQ4vpVpc7kt99++8+JhBBCCCGEEKKOWCTM9ZqRJZ2EEEIIIYQQQlSZdCaFEEIIIYQQQlSZvExKCCGEEEIIccOQ1VyvHRmZFEIIIYQQQghRZdKZFEIIIYQQQghRZRLmKoQQQgghhLhhWCx1XYL/HTIyKYQQQgghhBCiyqQzKYQQQgghhBCiyiTMVQghhBBCCHHDkNVcrx0ZmRRCCCGEEEIIUWXSmRRCCCGEEEIIUWUS5iqEEEIIIYS4YUiY67UjI5NCCCGEEEIIIapMOpNCCCGEEEIIIapMwlyFEEIIIYQQNwyLhLleMzIyKYQQQgghhBCiyqQzKYQQQgghhBCiyiTMVQghhBBCCHHDsF7Xy7kq6roANUpGJoUQQgghhBBCVJnCen133YUQQgghhBDiqn267vrt3kzse2ONTF5XYa774vPqugjV0qGxNycG96jrYlRbs582cvbcubouRrU1qF+fLU3b1HUxqqVb3GF+OWCq62JU293tVZT+/FldF6NanAc8QXbszrouRrX5tejKT3vNdV2Mahvc0Yn+40/UdTGqZc2cZpQseruui1FtLiNf4asNdV2K6nm0J6xVN67rYlRbP2P8DXPNeH/V9dsZuBrPDVLw4pcldV2Manv3MZe6LsK/IkNl146EuQohhBBCCCGEqDLpTAohhBBCCCGEqLLrKsxVCCGEEEIIIarDYqnrEvzvkJFJIYQQQgghhBBVJp1JIYQQQgghhBBVJmGuQgghhBBCiBuGrOZ67cjIpBBCCCGEEEKIKpPOpBBCCCGEEEKIKpMwVyGEEEIIIcQNwyJhrteMjEwKIYQQQgghhKgy6UwKIYQQQgghhKgyCXMVQgghhBBC3DBkNddrR0YmhRBCCCGEEEJUmXQmhRBCCCGEEEJUmYS5CiGEEEIIIW4Y1ut6OVdFXRegRsnIpBBCCCGEEEKIKpPOpBBCCCGEEEKIKpMwVyGEEEIIIcQN47qOcr3B/Gc7k7+vXc7anxaTn5tNRHRDHnzkORo0au4wbfKFc6xY/BUJZ+PJykhj5Nin6T1wuF2aFUvm8NMP39htCwmL5L0vltVaHQB8+gzEb9D9qLx90Z8/S9o3syk9HV9pet/+9+DTewBq/0DMunwKdm4lY9E3WI3GsjQqX38CHxyPe7uOKDVaDOkppM5+j9Kzp2qlDr/88gsrfvyR3NxcouvX5/HHH6dx48YO067/9Vc2btxIYmIiADExMYx+6CG79B+8/z5//PGHXb727dsz/a23aqX8fwsdMZR6D49G4+9H4clTnJnxf+iOxTpMq1CpiHjkYYIG3o02KJDihPOce/9jcrfvLEsT+cRjRE18zC5f8bkE9vUbXGNl3rFhCZvXfIsuP4uQiMYMHv0KETGtKk1/ZPdvrF8+m9ysFPyDI+k37Fmatr2t7Oe//fgZh3f9Sl5OOionNeHRzeg9dBKRf+3zzIm9fPnWGIf7fmr6D0Q0aFkj9fphxxEWbDlIlq6YRiH+vDyoGy0jgh2mXb3vBFOW2bcXjcqJfTOfKPv+xYbdrD98mvQ8HWqVE83CApnYpwutKtlnTVnx60YWr/6VnLx8YqIieHbsAzRrWN9h2s279/PdyrUkp13EZDZTLySIYXf3ps/tXcvSvDX7G9Zt3mGXr1ObFnz4+nM1VuZdvy9hy7p5FOZnEVKvMQMefJV6DSpvU0f3rOf3FbY25RcUSZ+hz9KkTTcAzCYjG378hJNHtpKTkYyzqzsxzbvQZ+izePoElu3jz9VfcvLwVtIunMRJpeaNr/bUWH0u9cCAAHrd6o2bqxNxZ4r5fHE6qRmGq8p7b28/HhoSxOo/spmz9GLZ9l63enN7Jy8aRDjj6uLE0KdOUlRiqZXy/7DvJAt2xZJdWEKjIF9e6t2RlmEBDtOuPnKGqT/btxWNk5K9r4wq+55dWMJHGw+w+1wqulID7SKDeKlXJyL9PGu03FarlZ3rPiF253JKSwoIi25Hj6Fv4BMYdcV8h7cuZv/GuRQVZBIQ1oQ77n2dkChbW8zPTmbuGz0c5uv/8Ec0atuH47tX8tviyQ7TPPb2Tlw9/KpVr6vhe8tN1H9uLF7tWuAcGsj+IRO4+PPGWv+9lbnW1wyAzLTzrFkyi4T4Q5jNRkLqNaL3fU8S07xTjdXLarVy4PfZxO1djqGkgOCodtwyeCpe/lGV5kk7t48jW+eSlXycYl0mPR/8lKjmd9ql2f/7bM4eWUdRXjpKlZqAsOZ06PU0gRGta6zsl+t5k4qOTVW4aOF8uoWfthnJyq+8Z3RHWxUtop0I9FZgNNvy/LrbSOYlee65TU3DMCWebgr0RkhMt7Buj5HMPOlxier7T3Ymd2/7ncVzP2bMhJeIadSc9T//wP9NncR7XyzDy9u3Qnq9vpSA4DA63tyDRXM/qnS/4RH1eXn6p2XfnZycaqP4ZTxvvp2gMY+R9uVHlJw6id/d9xA55f84M/EhzPl5FdPf2p3AUeNJ/fQ9Sk4eRxMaTuhTLwJw8dsvAFC6uRM182OKjx3mwvSXMefnowkJw1ykq5U6bNmyhTlff83EJ5+kSePGrFq1itdfe42v58zB29u7QvqjR4/S7fbbadq0KRqNhuXLl/Paq6/yxZdf4u/vX5au/U038cwzz5R9V6vVtVL+vwX06UmDl57j1Bsz0B09RtiDD9Byzufs6zsQY05uhfRRk54g6O5+nJryJsXnEvC5pSvNZ3/A4RGjKYwrfxhQdPoMRx5+tOy71WSusTIf3vUrPy96lyEPTyUipiXbfl3InHce5cX31+DhVfEm6fypQyz+9AX6DH2aZu26cWjHWuZ/8CRPv/0jIfUa2v4dQiIZ/NCr+AWGYzTq2bruO+bMHM/LH/6Ku6cvUY3aMOXzzXb7/W35bE7H7qFe/RY1Uq/1h08x65dtvDakOy0jgli87TCPf7Oa1S+Ows/d1WEed2cNq18ov0lWKOwnt0cG+DB5UDfC/bwoNZpYtO0Qj89ZxS8vPYhvJfusrj927OGT+T/wwqMP0rxhfZau+Z1npr/P97Nn4utV8Wbd092d0UP6ExkWgkqlYsf+w7z92Vx8vDzo3La8k965bUtefWJs2Xe1uuZO40d2/8qaJf/H4DFTqdegFTvWL2Tuu4/w/LtrcXfQphJPHeKHz1+g1/1P07TN7RzetZaFHz3Jk9NXEFyvIUZDKSnnT9Bj0GOERDShpKiAXxa+zYIPn+DJN5eX7cdsMtKyYy8iGrZm/5aVNVafSw3p7cfdPXz5cF4KF7OMjBwUyJtPR/D4lLMYTVe+oWoY5Uzvbj4kJJVW+JlWo+RAbCEHYgt5aEhQrZQd4LfjCbz/+z5e7duZlmEBLN5zgglL/mD1hEH4urk4zOOuVbNqQvnDq0uPCqvVyjPLNqFyUvDh0O64a9Qs3HOCxxZvYOVjA3HR1Nw5d98fczi8ZSG9Rr6Dl184O9d+zMrPxzL61XWo1FqHeeIPrGPLTzPpMXQaIZGtObh5ASs/H8uY19fj6uGHh08Ij87Ybpfn6I6l7N84l6hmts5Oo3Z9iWp2q12a9Ytexmw0XJOOJICTmysFR+NJmr+Cm3787Jr8zsrUxTUDYO57E/APjuSx1+ahVjuzbf13zJ31BJM//BVPb8cPQ6rqyJZviN2xkNvvfwcP33D2b/iYdXPHcd+zayttY0ZDCX4hTWh80xB+X/ikwzTe/lHcPPB1PH3rYTKWcmz7AtZ+M5ZhL27Axb3i/WZ13d5Gxc0tVSzdZCCnwEqvDmrG9tPw/lI9ld0+1A9RsvO4ieQMC0ol9O6oZlx/DbOW6jGabGlSMi0cOm0mr9CKqxbuuknNuH4a3lmil/cximr7T86Z/HX199zRcyDd7rybsIj6jJnwMlqtM1v++MVh+gYNmzFizFN0ua0narWm0v0qnZzw9vEr+3h4etdSDWz8BtxL3u/ryP/zNwzJiaR9+REWvR7vHr0dpndt0pySk7EUbPsTY+ZFio4coGDbJlwalo/q+d8zDFNWJqmfvkfp6XiMGekUHTmAMT2tVurw008/0btPH3r27ElEZCQTn3wSrVbLhg0bHKZ/8aWX6N+/Pw0aNKBevXpMmjQJi8XCkcOH7dKp1Wp8fX3LPh4eHrVS/r+Fjx5F2vKVXPxpNcVnz3H6jbewlJYSfM8gh+mDBvTjwtdzydm6ndLkFNJ+WE7O1u2EP/SgXTqryYwxK7vsY8rLq7Eyb1m3gE533EvH2wcTHB7DkLFTUWud2VfJzfi29Yto3PoW7rj7YYLCGtD7/qcIi27Gjg1LytK0u7k/jVp2wS+oHsHhMQwY+SKlJYWkXbCNaqtUGjy9A8o+bu7exB7YRIdugyp04P6thVsPcU+nFgzq0IwGQX68dk93nNUqVu09UWkeBeDv6Vb28fOw7yD2bduYzo0iCPfzIibYj+fvvpXCUgOn07JrpMyO/PDLBgbceRv9u99KdL0wXnz0QbRaDWs2bnOYvl2LJnTr1J6o8FDCgwMZ2r8nDSLDOXrytF06tUqFn49X2cfT3a3Gyrz91/l0vP0+brrtHoLCYhg0ZioarTP7tzpuUzs2LKRRq1vo1m8sgWEN6HnvU4RGNWPXH4sBcHb1YNzLc2nVqQ8BIdFExLRmwOjXSEk4Tl5Watl+7hryJLf2GU1weKMaq8vlBvbwZenaLPYcKeR8ip4P5qXg662iS9srn1uctQqeHxfG7O/SKCyueDf388YcflyfTfy5ktoqOgALd5/gnrYNGdSmIQ0CvHmtXxec1U6sOnzmivn83V3KPn7u5Z3OCzkFHE3J5JU+nWkR6k+Uvxev9u1MqdHMr8cTaqzcVquVQ5u/o1Ovx4lpdScBYU3oPepdCvMzOHP0j0rzHdj0LS263E+LzkPwC4nhzqHTUGmcid21AgCl0gk3zwC7z5mjf9CobR80WtsxodY42/1coXAi6dQeWnQZUmP1+yeZv23l1NSPuLi68rpeK3VxzSgqyCUrPZHuA8YRGtGYgJBI+g57FqO+hPSkK7fdq2W1Wjm2/Tvadn+MqOY98AtpzB33/x/FBRmcP175v3tEk9vo0OtpolvcVWmamLZ3E96wK55+9fANbkiX/i9j1BeSk155BFl13NJSxcaDJk6ct5CeY2XpJgOergqaR1U+uDF3nYED8WYu5lpJy7aybJMBHw8l4QHlt/h74swkpFnI1VlJybKyfq8RHw8lPh431qqil7Jar9/PjeY/15k0GY0knDlJ8zYdy7YplUqat+7AmZPHqrXvi6lJTHyoH8+MH8zn708hKzO9usWtnEqFc4NGFB05WL7NaqXo6EFcGzdzmKX45HGcGzTC+a/OozooBPf2HSk8sLcsjUeHrpSciSf8hSk0mv8j0e9/ifddfWulCkajkTOnT9OmTZuybUqlkjZt2nAyLu6q9qHX6zGbzbhf1lk8dvQow4cNY/y4cXw6ezYFBQU1WXQ7CrUKj+ZNyd11SWid1Ururj14tnEc/qPUaLDo9XbbLKV6vNq3tdvmEhlB5y0b6LhhDU3efRttSM2EVZpMBlISTtCoRZfyMimVNGzRmcTTRxzmSTx9mIYtOttta9zqZhJPH670d+z+cznOrh6ERjgOWz5+cBPFujw6dKuZ0F2jyUxcSgadG9Yr26ZUKujcsB5HEyt/IFJsMNJ7xrf0fGsek779hTPplXcSjSYzK3Yfx8NZQ6NQ/0rTVYfRaCL+7HlualUeeq9UKunQqhmxp/75BspqtbL/6AkupKbTppn9v/2h4yfpO+Yphj05mfe++o58XWGNlNlkMpBy/gQxzcvbiFKpJKZ5FxLPHHaYJ/HMYWKad7Hb1qjlzZW2QYDSYh0KhQJnt5oNpbySIH81vt5qDseV/1sVl1iIP1dCk/qOR/X+9viIEPYdLeRIXFFtF7NSRrOZuLRsOkWHlm1TKhR0ig7laHJmpflKDCb6fPIjvT5eztNL/+RMRnmUhcFkC8XVqspvUpUKBRqVkkMXMmqs7PnZyRQVZBLRuDxcW+viQXBUa9ISDjnMYzYZuJh0nMhL8iiUSiIbdyXtvOM8Fy/EkpkcR8su91ZalhN7V6HWONOwjeMHtjeyurpmuHp4ExASzYFtq9GXFmM2m9i9cRnunn6ERzu+16kqXU4yJbpMwhqWtxeNiweB9VqRccFxWf8Ns8lA3J6laJw98AtpUmP7/ZuvhwJPNwWnk8sfWpUaICnDQmTw1d+uO2tsHcTiUse9FrUKOjRRkV1gIb/wBuzZiGuuRsNck5OTefPNN/n6669rcrd2dAV5WCzmCuGsXt6+pKUk/uv9xjRuziOTphASFkFebjY//fAN019+lHdmL8HFteae/P9N5eGFwskJU759CKUpLxdtWD2HeQq2/YnK04voGR+DQoFCpSJn/c9krSh/SqgOCsGn9wByfv6RrB+X4BzTmOCxE7GaTORvcjxa+G8VFBRgsVjw8fGx2+7t40NScvJV7ePbefPw9fWlbdvyTlj79u3pevPNBAUFkZaWxoL585ny+uu8/8EHtRJ6rPb2QaFSYcy274AYs7NxjY5ymCdn+y7CHxpF/v6DlFxIwqdLJ/zv6o7ikvLpjh7j5CtTKEk4jybAn8gnHqPNonnsv/tezMXF1Spzkc52HFweeujh5UdGquNRBV1eVoVQJncvP3R59vU+cXAzi2Y/j9FQiod3AI9MnoObp/3f+G97N62kcaub8farmU5yblEJZou1Qjirn7srCRm5DvNEBfgw7b47aRjiT2GpngVbDjL6s+WsfO4BgrzLH1JsOZHAS4vXU2o04u/hxpePDMankvDA6srT6TBbLPh623eYfL28SEyp/CFVYVExAx95FoPRhJNSwfPjR9GxdXmHtFPblnTr3J7QQH+S0zP5askKnn3rA75++zWcnKr3bLC4rE3Zd7DdPf3ITD3nuLx5WRXaoLuXP4X5WQ7TGw161i/9gNad++Ls4l6t8laFj5ftUpdXYD+ymKcz4e1V+WXwtg6eNIhw5pkZNTdS92/kFusxW634uTvbbfdzc+Z8Vr7DPFF+nrxx9800DPKhUG/gu13HeWj+r6x4bCBBnm5E+XsR4uXGJ38e5PV+XXDRqFi0+wQXC4rJKqy5UdbiAltn9/KwUjcPP4oKHLeTkqJcrBYzrp72eVw9/Mi56Lgtxu76Ed/gBoTWb1dpWWJ3/0iT9v1Ra5wrTXOjqqtrhkKh4NFXvmH+B0/x2tiOKBRK3D19Gf/yV7i6e9VI3Yp1f7Uxd/uyurj7U6xz3MaqIjFuExuXPIfJWIKrRwB9x83D2c3xNbE6PFxtncDCEvsOnq7EisdVXqoUwICb1SSk2UYqL9WluRN9O6vRqhVk5FqYs8aAuXamd4v/MTXamczOzmbu3Ln/2JnU6/XoLxvV0Wodx7RfK63blz/RiohuSINGzXl63ED2bN/I7T0H1GHJyrk2b43/kBGkff0JJafi0ISEEjz2CUz3jSRr+SLAduIuOXuKjMVzAShNOIM2IgqfXnfXeGeyupYtW8aWLVv4v3ffRaMpDz/udvvtZf8fHR1NdHQ0Yx9+mGNHj9KmbVsHe7r2zr79Lo3enEKHtT+B1UpJUjLpP/1M8D0Dy9LkbCtf/KLo1GkKjsbSeeM6Avr0JH3Fqjoo9dVp0Kwjz85cQZEujz2bfmThJ8/x1JvfV7ipyMtOJ/7oDkZNer+OSmrTOiqE1lEhdt8Hv7eI5btjmdi7/Cl8h5hwlj0znLyiElbsOc4LC39l0VP3VzoPsy64ujizYNY0ikv17D92gk/m/0BoUCDtWtiegt91S/mCFQ0i6xETGc59T7zEoeMnualVzTzlry1mk5Elnz6L1Wpl0Jiptfq7bu/kyRMjy0fxps2+UOV9+PuoGD8smNc/SPzHOZXXo9bhgbQOD7T7fs8Xq/jxwCmeuKMtaicl7993B2/8soPbZv2Ak0JBp/oh3BwTBtWobty+n/njh/K/76DHvqpONa6K0VDKyQNr6NRrQqVpUhMOkZN+lj6j3q318vyvudI1w2q18tP8t3D39GXClO9Qa5zZs+lH5s16gknTl+LpU/U5k6cP/cK2leVtrPeYL2uyOhWENujEkEk/UVqUy8m9y9m4+GkGTVyGi3v15t22bejEPbeVz03+dt3VLQZ2JYNuVRPkq+CLVfoKPzt02szpZAsergq6tVYx8i4Nn6+qfC7mf51FlnO9ZupkAZ6ZM2cybdo0u21Tp06l3/Cn/zGvh6c3SqUT+Xk5dtvz83IcLr7zb7m5exAcGsHFtKQa2+elTLp8rGYzKi/7p1sqbx9Ml9Xtb4EjxpC35Xfy/lgHgP5CAkpnF0Ief4asHxeD1YoxNwd9kv0IrSH5Ap5dbnO0y2rx9PREqVSSm2s/YpSXm4uvz5Wf2q348UeWL1vGjLffJjo6+oppQ0JC8PT0JDUtrVY6k8a8XKwmE2o/+wuD2s8PQ1YlIyy5uRx/8hkUGg1qb28MGRlEPzeJ0uSUSn+PWaej+PwFXCIcjzxXhZuH7TgozLd/QqzLz8bT23Hopoe3P7rL0hfmZ+PhbV9vrbMr2uBI/IMjiWzYmnee6cPezSvpMXC8Xbp9W37C1cOb5u3uqHZ9/ubj5oKTUkF2of3IbXZhMf4eV9fpUzs50SQsgKRs+xEbV42aCH9vIvy9aRUZwt3/t4BVe48ztnuHGiv/37w9PHBSKsnJsw/PzsnPrzBaeSmlUkl4iG0Rl0bRESQmp/LdyjVlncnLhQUH4u3pTnL6xWp3Jl3L2pR9my8syMa9kjbl7u1foQ0W5mdVGN00m4ws/vRZcrNSGT/521ofldxzuJD4c2fLvqvVtlFbb08ncvNNZdu9PVQOF9UBiIl0wcdTxcevl6++6+SkoHlDV/rf4cvgx+Ou2dLzPq5anBQKsgvty5pdVIq/+9UNWaidlDQO9iUpt7xNNgvxY9kjA9CVGjCaLfi6OTNy7lqahf77m+QGLbsTHFW+0qXZZLtBLtZl4+5V3rkt0mUTGOa4Xbu4+aBQOlFcYN+2inXZuHlWbIunD6/HaCilWcdBlZbr2M7lBIQ3JSiiZhYK+6+pq2vGmeN7OHFwC9Pn7MLZ1Xbch0dP4fSxXezftoruA+yvK1cjstkdBNYrn4JS1sYKs3H1LG9jJYVZ+IU2rfL+L6fWuOLlH4mXfyRBkW344d1enNz3I23vePSfM1/BifNmLlwsHxr8O+Lc3UWBrrj85OLhoiA1+59PNgNvUdM0UskXqw3kO4jKLzVAqcFKVr6VCxcNTBvjTItoJw6fuUF7k+KaqZM5k5MnTyY/P9/uM3my4+W7L6dSq4mOacLxI/vKtlksFo4f3UdMk5p5LQFAaUkxGekpePvWzpwqTCZKz57CrdUlnSOFAreWbSmOd7zQiEKrrfDiHKvZXJYXoORkbIUwWU1oOMbMi9Q0tVpNTMOGdovnWCwWDh8+TJOmlZ/Aly9fzvfff8/06dNp1OifF9zIysxEp9Ph61vzK6cBWI0mdMfj8OlcPg8XhQKfzh0pOHz0ynkNBgwZGShUKgLu6kH2xs2VplW6uuBSLxxDZvXDblQqDWHRzTh9fHfZNovFwpnje4hs6HjJ8siGbTgdu9tu26lju4hs2OaKv8tqtWIyGips27dlFTfdOgAnVc2t+qhWOdE0LJA9Z8of4lgsVvacSaJVZMgVcpYzWyycTsv+x86nxWLFUEuPZNVqFY0bRHHgWPmxbLFY2H80jhaNYq56PxarFaPJVOnPM7JzyNcV4efjXZ3iAn+1qahmnDlxeZvaTWRMG4d5ImPacOa4fZs6HbvLrg3+3ZHMTk9k3MtzcfOofln/SYneQlqmsexzIVVPTp6RNk3Kpyy4OCtpXN+Fk5UsnHMkrognpp7lqTfPlX1OnS9h8558nnrz3DV9h5nayYmmIX7sPV8+b9hitbI3IY1W4Vc3smO2WDiTkYu/g5F4D2cNvm7OJGYXcCItm9sb/fsHXhpnd3wCIss+fsExuHkGcCF+V1kafUkh6eePEBLt+OGgk0pDUL3mXDhVnsdqsXDh1C5Coirmid21ggYtu+Pq4fgaYdAXcerQr7ToXPl8yhtdXV0zDHrb8aVQ2i/0olAqsf7Lg0ijdS/r3Hn5R+ITFIOLRwCpZ8rbi6G0kIykowRGXLms/4bVainrwFaH3gjZBdayz8VcKwVFVhqGlU+X0aqhXqCSxPQrx6MOvEVNi2gnvv7FQK7u6v9da/mlBeJ/RJ2MTGq12krCWq9unkafgcP56qM3iY5pSoNGzVj/8w/oS0vp1qM/AF9++AY+vgEMHW17z5zJaCQlyTYnwGQykpOTSeK5U2idXQgOtV00l8z7mLYdb8U/IJjcnCxWLpmDUqmky209q1/hSmT//COhT71EydlTlJw+iV//ISidncnb+BsAoU+9hCkni4xFtpDVwn278B1wL6UJZ/4Kcw0jcMQYdPt2gcV2osn+ZQXRMz/Bf8gI8ndsxqVhE3x69iP1iw9rpQ6DBw/mg/ffp2HDhjRq3JjVq1ah1+u56y7b6mizZs3Cz8+PMWNs7yZcvmwZCxcu5MWXXiIwKIicHNsorIuLCy4uLpSUlLBk8WJuvvlmfHx9SUtNZd68eYSEhtK+XeVzYaorecFCmsycji72BLpjsYQ9+ABKFxfSf1oNQON3pmO4mEHCh7MB8GjVAm1QIIVx8WiDAol84jFQKrkwd37ZPuu/8AzZm7dSmpKGNjCAqCcfx2oxk7F2fY2UuVvf0fzw5SuE129ORAPbMu+G0pKyxXC+/3wyXr6B9B1me8XKrb1H8vn0h9i8dj7N2tzGoV2/knwulnvHvQGAvrSYjau+pnn7O/DwDqBYl8uO378nP/cirTv3svvdZ47vISczmU631/yqiKNua8vrS3+neXgQLeoFsWjbYUoMJgZ1sI28vfr9BgK93JjU92YAvvx9D60igonw90ZXomf+loOk5RZwTyfbXMNig5FvNu7j9mbR+Hu6kVdUyg87j5JRUMRdrRrWePn/Nuzunrw1+xuaNIiiWcP6LF2zgVK9nv7dbwHgzU/mEODrzeMj7wPgu5VraNIgmrCgAIwmEzsPHmX9ll288IjtlSfFJaXMW7aa27vchJ+3FynpGXy2cBnhwYF0alMzoy239HmI5V9PJjy6BfXqt2T7b99h0JfQ/jZbm1r65ct4+QTSe+izANzccxRfvT2areu+pUmbbhzZvY6UhFjuedgWeWI2GVk0+2lSz8cx+tnPsVrM6PJs85tc3L1QqWzh7XlZqRQX5ZOXnYbFYiY10baAl19QBFrnmpmzvnpjDkP7BZCSYbC9GmRgADl5JnYdKn9t0oxnI9l1qIA1m3Ip0VtITLUPFdPrLeiKzHbbvT2d8PFSERJoq0tUuDPFpWYys40UFtfchKRRnZvx+urtNAvxo0WoP4v3xlFiNDGwte3hxGurthHo4cpTPdoD8NXWI7QM8yfC1xNdqYEFu2JJyy9icNvyNr/hxHl8XJ0J8XLjdEYu7/62lzsa16Nrg7AaK7dCoaDt7Q+y57cv8AmMxNMvnJ1rPsbdK5CYVuXv9Fs+ezQxre6ibbeRALS/YwzrF71EUEQLgiNbcXDzAoz6Epp3vsdu/7mZiSSf3cfgxyqfXhN/cB0Wi5mmHa79lBUnN1fcYiLKvrtGh+PZugmGnHxKk2pnlfXK1MU1I6phG1zcPPnhi1e4657HUWuc2f3nj+RkJNu9r7I6FAoFLW95kIN/fomnfxSePmHs2/AJrp6Bdu+NXPP1Q0S1uJMWXW1tzKgvIj+7PAS+ICeZrNQ4nF28cPcJxWgo5tCfXxLZtDuungGUFuVyfNcSigsuUr9l7SzitP2Yie7tVWTlW8jRWenZQU1BsZXj58sffI7vr+F4gpmdx23bBt2qpm2MEwvWGyg1WPk7WKHUACazbWGf1jFOnEoyU1QKXm4K7mirwmiGk4k37qjkjbhq6vWqSp3Je+6554o/z6vB1x5cSedb76IgP48VS74mPzebyPqNePGNj/DysYVeZGVeRKEoH3TNzcnk1afL30G37qfFrPtpMU1atOO1t23vZ8zJzuCzWa9TWJCPh5c3jZu15o335uLpVfOTrP9WsGMzTp5eBAx7CJWPD/qEs1x482XMfy3Kow4ItDsaMpcvwmq1EjhiDCpff8wFeej27y7rbAKUnokn6f+mEjhyLP73j8KYkUb6vM8p2Fo7L0nu1q0bBfn5LFy0iNycHOo3aMCb06eXLcqTmZGB8pJXRqxduxaTycTbM2bY7WfEAw8wcuRIlEolCQkJ/PHHHxQVFeHr60u7du0Y9eCDqDWVv9alujJ/3YDax4eopx5H4+9PYVw8xx6ZgDHb1tl1DgmxGxVWarVEPfUELvXCMRcXk711Oydfeg2zrvzGVBscRNNZM1F7e2PMySX/4CEODXsQY67jhWSqqk2XPhQW5PDbj5+iy8siNLIJ417+Co+/Qgxzs9PsngZHNWrLA0+8y/rln/Dr0o/wD47koWdnl70vTKl0IiMtgf0fraZIl4ubuzf1GrRgwpTvCA63H03bu3kFUY3aEBhWn5rWu00jcotK+Py33WTpimgcGsDn4waWve4jPU9n16Z0JXre/PFPsnRFeLo40yw8kAUT76NBkO184KRQkJCRy8/748grKsHbzYXm4YF8O+FeYoJr711zd97cibx8HXN+WEVOXj4NoyP44LVn8fW2LTpxMSvbrh4lpXpmff0dGTm5aDUaIsOCmTppPHfebJsn6aRUciYxiXWbd1BYXIy/jzcdW7fgkeGD0dTQe1hbd+5DkS6H31fMRpefRWhEEx5+obxN5WWn2Z1bIxu1Zdjj77Lhx0/4bflH+AdFMurp2QT/1abyczOIO7gJgE9es79+jH9lPg2a2qIBNqz4lIPbV5X97JPXhlRIU10r1mfjrFHy5KhQ3FyVnDhdzJSPL9jNhwwOUOPpXrVnrH27+TJiQPno4P+9GAXAh9+msHGn48Vx/o1ezaPJLS7liy2HySosoXGQL5+PuLPsdR9pBUV2r+cpKNUzfe0usgpL8HTW0DTEjwUP9aFBgHdZmqzCEt7/fR/ZhaUEeLjQv2UDHrmt8hfY/1sd7hyP0VDC799PQV9SQFj99twz4Ru79//lZyVRUlR+bmzcvi/FhTnsXPsJxbpMAsKacs+EbyqEuR7ftQIP72CimtxS6e+P3bWChq3vwtn12q0g/Dev9i3osnFh2fdms14BIOm7lRwde3URWTWlLq4Zbp4+jH/5K35d+jFfzngYs9lEcFgMDz33KaGRNbciautu4zAZSti2YgqG0gKCo9rT5+E5dm2sIOcCpZe0sczkWNZ8Pbrs++417wDQqP0gbr//HRQKJ/IyEjh14ClKi3JxdvUmoF5L7n5sMb7BtfMgcvNhExoVDOmmwVkD59MtzF1rsJvX6OelwM2l/O/UtbntnPXYQPtBmqWbbK8MMZmtRIcouaWlChetbYGfhDQLn/+kp8hxlL8QVaKwWq++7/736NI/+fbbb/9VYfbF5/2rfNeLDo29OTG4R10Xo9qa/bSRs+ccr5j3X9Kgfn22NG1T18Wolm5xh/nlQOVhjv8Vd7dXUfpz3b6wu7qcBzxBduzOui5Gtfm16MpPe//7T6MHd3Si//jK3z36X7BmTjNKFr1d18WoNpeRr/DV9bW+W5U92hPWqh2/Aum/pJ8x/oa5Zry/6r89tPTcIAUvflm775+9Ft59rHZWPa9tby+9fq9zrwy9seKLq/QI9t92EoUQQgghhBDiWpAw12unThbgEUIIIYQQQgjx3yadSSGEEEIIIYQQVVYnq7kKIYQQQgghRG2wSJzrNSMjk0IIIYQQQgghqkw6k0IIIYQQQgghqkzCXIUQQgghhBA3DKulrkvwv0NGJoUQQgghhBBCVJl0JoUQQgghhBBCVJmEuQohhBBCCCFuGFZZzfWakZFJIYQQQgghhBBVJp1JIYQQQgghhBBVJmGuQgghhBBCiBuGRVZzvWZkZFIIIYQQQgghRJVJZ1IIIYQQQgghRJVJmKsQQgghhBDihiGruV47MjIphBBCCCGEEP9hOTk5PPDAA3h6euLt7c3YsWMpLCy8Yvonn3ySxo0b4+LiQkREBE899RT5+flV+r3SmRRCCCGEEEKI/7AHHniA48eP8/vvv7NmzRq2bt3KI488Umn61NRUUlNTmTVrFrGxscyfP5/169czduzYKv1eCXMVQgghhBBC3DAs/2NRrnFxcaxfv559+/Zx0003ATB79mz69u3LrFmzCA0NrZCnRYsWrFixoux7gwYNmDFjBiNHjsRkMqFSXV03UUYmhRBCCCGEEOIa0Ov1FBQU2H30en219rlr1y68vb3LOpIAd955J0qlkj179lz1fvLz8/H09LzqjiSAwiozVIUQQgghhBA3iNfmG+q6CJVSnX+badOm2W2bOnUqb7zxxr/e59tvv82CBQuIj4+32x4YGMi0adN4/PHH/3EfWVlZtG/fnpEjRzJjxoyr/t3XVZjrpoat67oI1XLH6SPkHNte18WoNt+Wt7C9dbu6Lka13XLkIAu31nUpqmfUbfBnVKu6Lka1dT9/lLMP9qvrYlRLg+/Wsu+WznVdjGrrsH33DdOmTt7Xs66LUS1Nlm8geeJ9dV2Magv/dPkNcf3+5YCprotRbXe3V7FW3biui1Ft/YzxbG3Rtq6LUS23xR5i500d6roY1dZ1/766LsK/Yr2O41wnT57Ms88+a7dNq9U6TPvyyy/zf//3f1fcX1xcXLXLVFBQQL9+/WjWrFmVO7XXVWdSCCGEEEIIIW5UWq220s7j5Z577jkeeuihK6apX78+wcHBZGRk2G03mUzk5OQQHBx8xfw6nY7evXvj4eHBTz/9hFqtvqqy/U06k0IIIYQQQghxnQkICCAgIOAf03Xp0oW8vDwOHDhA+/btAfjzzz+xWCx06tSp0nwFBQX06tULrVbLzz//jLOzc5XLKAvwCCGEEEIIIW4YVuv1+6kNTZs2pXfv3owfP569e/eyY8cOJk6cyLBhw8pWck1JSaFJkybs3bsXsHUke/bsSVFREXPnzqWgoID09HTS09Mxm81X/btlZFIIIYQQQggh/sMWL17MxIkT6dGjB0qlkiFDhvDJJ5+U/dxoNBIfH09xcTEABw8eLFvpNSYmxm5fCQkJREVFXdXvlc6kEEIIIYQQQvyH+fr6smTJkkp/HhUVxaUv8bj99tupiZd6SGdSCCGEEEIIccOwXMerud5oZM6kEEIIIYQQQogqk86kEEIIIYQQQogqkzBXIYQQQgghxA2jJuYCiqsjI5NCCCGEEEIIIapMOpNCCCGEEEIIIapMwlyFEEIIIYQQNwyrpa5L8L9DRiaFEEIIIYQQQlSZdCaFEEIIIYQQQlSZhLkKIYQQQgghbhgWWc31mpGRSSGEEEIIIYQQVSadSSGEEEIIIYQQVSZhrkIIIYQQQogbhlXCXK+Z/2xnMuyBodQbNxpNgD9FJ09x6s130B2NdZhWoVIR+dhYggffjSYokJJz5zn73kfkbNtpl04TFEiDF57G77abUbo4U5KYxMmXp6CLPVFr9fjx1z9Z/PN6cvLyiYmsx7NjR9C8YX2HaTfvPsCClWtJTs/AZDZTLySI4Xf3pE+3rmVppn86l3Wb7evVqU0LPnrtmVqrQ8jQ+wkb/SAafz+KTp3i7DvvUhh73GFahUpF+NgxBN7dH21gICXnE0n46BPydu50mD784YeImvQUKYuWkPDerBott9VqZcvPn3B423JKiwsIj2lH3wfewDco6or59m9azK7f5lKYn0lQvSb0Gv46YdGtyn6+duEUEuJ2UpiXgUbrSniDtnQf8jz+IQ0q7Ku4MJc50waiy7vI8x/vw9nVs1p1Chs1lIhHH0IT4E9h3ClOTZ2J7sgVjosJYwkZMgBNcCDF585z9p2PyNmywy6dJiiQmJefxu/2W2zHxfkk4l54Hd2x2jsuPHv0w7vvEJy8fDAkJZC18Ev0505Vmt6r10A8u/dF5ReARVdA4b4d5Cyfj9VoBMC7/3243dQVTUg4VqOB0tNxZC/9FmN6Sq3VASDwniEEDx+J2teX4rNnuPDh+xTFOf53Uzg5ETJqNH59+qLxD6A06QJJX3xGwZ7dZWncW7chZMRIXBs3RuMfwOnJL5K3bWut1uFGaVPeve7Gb8B9OHn7ok88x8V5n1F6Jr7S9D59B+Pdqz9q/0DMBQXodm8jc8ncsjblf98o/O8fZZdHn5JEwtNja60Obrf1wqPHAJw8vTGmJJK7fB7GxDMO0wZMegNtw+YVtpfEHiT7y5kAKDTOeA18AOdWHXBy88CUnUHhlnUUbf+91uoA/83r944NS9i85lt0+VmERDRm8OhXiIhpVWn6I7t/Y/3y2eRmpeAfHEm/Yc/StO1tZT//7cfPOLzrV/Jy0lE5qQmPbkbvoZOIvGSfmWnnWbNkFgnxhzCbjYTUa0Tv+54kpnmnGqlTVfjechP1nxuLV7sWOIcGsn/IBC7+vPGal6MyIcPup96Y0Wj8/SiMP8XZt/8P3RXuQ+qNe5iggbb7kOLziSR88DG5O8rbVOSER4mc8JhdvuJzCewfcE+t1SH4vvsIHTUSjZ8fRadPk/DeexQer/x6ETZmDIH9+6EJCKAkMZHE2Z+St2tXWZqgIUMIvncI2pAQAErOnSPpm7mV3m8J8W/9JzuTgX17EfPK88RPeYuCI8eoN/oBWs/7gj09B2LMyamQPvqZiQQP6MfJ16ZRfC4B31u70uLzDzk4dDSFJ04CoPL0oN0P88nbs58j457AmJOLS1QExoKCWqvHHzv28smCpbz4yCiaN6zP0rW/88xbH/LDJzPw9arYqfB0d2P0kP5EhQWjUqnYceAIMz77Fh8vTzq3aVGWrnObFrz2xMNl39Xq2vsz+/fqSfTzz3LmrbfRHTtG2AMP0OKLzzgwcDDGnNwK6SMnTiCgX1/OTJtOccJ5fLp2oemHszg6egxFJ+1v7NybNyP43iEUxVfeiaiOXevnsG/jQgY8/A7e/uFsWfUxSz4ay2NvrkOl1jrMc3zfOn5fNpM+I6cRFt2avX8s4PuPxvL49PW4efoBEBLZnBad7sbLN4SSony2/jKbJR+NZeLMjSiVTnb7W7PgVQLDG6PLu1jt+gT270XD114g/rXp5B86Rr2HR9Lmuy/Z3X0AxuyKx0X95ycSPKgfJ1+eRtHZBPy63UzLrz7kwJAHKTxefly0X7GAvF37OPzQBIzZubhGR2DKr73jwq3TrfiPGE/m/E8pPRuPd69BhLwwnaQXH8Gsy6+Q3r1LN3zve4jMuR9RejoOdXAYgeOfAaxkL/kGAJcmLSn4Yy2lCadQKJ3wvW80IS++RdLLj2E16GulHr7d76TexEkkzvo/Ck8cJ+j+YTT64COODR+KKa/isRH2yGP49ezF+f+bSemFRDw7dqbh2+8Q99gjFJ+2HQNOLi4UnzlN5tpfaPj2/9VKuS91o7Qpj67dCBz9KBe//oSSMyfx7XcP9V59m3OTxmIuyKuQ3vOWOwh4YCzpX7xPSfwJ1CHhhDzxPGAlY8FXZen0F85zYfpL5RnN5lqrg0u7rngPHk3u0q8xnD+D+x39CHjiVdLfnISlsOK/XdacWSicys/9Sjd3gibPouRQ+c2m15DRODdqQe53n2DKzsS5aWu87x+HOT+X0mP7a6Ue/8Xr9+Fdv/LzoncZ8vBUImJasu3Xhcx551FefH8NHl5+FdKfP3WIxZ++QJ+hT9OsXTcO7VjL/A+e5Om3fySkXkMAAkIiGfzQq/gFhmM06tm67jvmzBzPyx/+irunLwBz35uAf3Akj702D7XamW3rv2PurCeY/OGveHoH1EjdrpaTmysFR+NJmr+Cm3787Jr+7n8S0LsnDV58jtNvzkB3NJawUSNo8dXn7L97kMP7kKgnJxDYvx+n3phOSUICPjd3pdnH73N45EN29yFFp89wdFx5h9Jai8e33113EfXM05yb+Q662FhChg+n2ezZHBpyL8bcinWImPA4/n36cHbGDErOJ+LduTON33uX2LFjy+6ZDBkZJH76KaUXkkChILB/P5q8P4sjD4yk5Ny5WquL+N/zn5wzWe/hUaQuXUn6itUUnzlH/JS3sJSUEnLvIIfpgwf2I/HLb8jZsp3SpBRSlywne8t26j38YFmaiEceRp920fYk82gspckp5G7fRemF5Fqrx/e/bGDAnbfRv/stRNcL5cVHRqHValjz53aH6du1aMLtndoRFR5KeHAgQ/vdRYPIcI7EnbZLp1Gr8PPxKvt4urvVWh3CRj1A+sqfyFj9MyXnEjjz1gzMpaUEDRroMH1Av34kfzOP3O070KekkL78R3K37yDsQfsn/EoXFxrPnMHpadMx1UKH3mq1snfjd9zS73Eat7mToPAmDHj4XXR5GcQf+qPSfHt+/5a2t95Pm5uHEBAaQ9+R01BrnDm8Y0VZmna3DSWyUQe8/cMJiWzO7YOepiAnjbws+1GwA5uXUFqso3PPhy//Nf9KvXEPkvrDCtKW/3VcvDodS0kJofcPcpg+eHB/zn/2DdmbbcdFyqJlZG/aTsS48uMi8vGH0adeJO6FKeiO2I6LnG27KKnF48K792AKNq9Ht+0PjKlJZM7/FKu+FI9uPR2md45pSunpExTu2oIpK4OS2EMU7t6Ctn6jsjRps6ag2/4HxpQLGJISyJjzAWr/QLTRMbVWj6Bhw8n8ZTVZ69ZSev48ie/9H5bSUvz793eY3q9Xb9IWLiB/9y70qalkrlpJ3q5dBA8bUZYmf/cuUuZ8Rd7WLbVW7kvdKG3Kt/8Q8jf+Sv7mDRiSL5D+9cdYDHq8uvdymN6lcTNK4o9TsH0TxsyLFB89gG7HJpxjGtuls1rMmPNyyz+6WuwQd+9P0c6NFO/ejCk9mbwfvsZqMODWpbvD9NbiQiy6vLKPc5NWWA16u86kNroRRXs2oz99AnNOJkU7/sCYkogmsvaOi//i9XvLugV0uuNeOt4+mODwGIaMnYpa68y+LSsdpt+2fhGNW9/CHXc/TFBYA3rf/xRh0c3YsWFJWZp2N/enUcsu+AXVIzg8hgEjX6S0pJC0C7aOQFFBLlnpiXQfMI7QiMYEhETSd9izGPUlpCc5Ho2uTZm/beXU1I+4uLry62NdCXtwJGk/ruTiqp8pPneO02/OwFJaSvDgQQ7TB97dnwtz5pK7bTulySmkLV1OzrYdhD9kfx9iNZsxZmeXfUx5ebVWh9AHRnBx1SoyfvmFkoQEzs2cibm0lMABAxymD+jbl5Rv55O3Yyf6lBQurlhB3s6dhD4wsixN7rZt5O3YSWlSEqUXLnDh8y8wFxfj0bKFw33eaCwW63X7udFUacjq4Yev7qZ33rx5/6owV0OhVuHevCmJX84t32i1krNzN55tHYecKDUaLHqD3TZLqR6v9m3Kvvv36EbOtp00/+Q9vDvehP5iBimLl5K2zPHForqMRhPx5xJ58J6+5eVUKunQshmx8Wf/Mb/VamX/sTgupKbzxMh77X528Hg8fR9+Gg93V9q3aMqjwwfj5eFe43VQqFS4N21K0txvLy0Yebv34NGqsr+FGstlI0EWvR7PNm3stjV45WVytm4nf89eGD+upotOXlYyhfmZRDctDxF2dvUgrH5rks8donnHfhXymE0G0hKPc3OfR8u2KZRKopp2JeXsIYe/x6Av5siOlXj7h+PlG1y2PTP1DNvWfM6YycvIzUqqdn0UahUeLZqS+Pk35RutVnJ27MGzXWuHeRwfF6V4dWhb9t3/ztvJ3rqTFp/NwrvTTegvXiRl4TJSf1hx+e5qhpMKbVQMub8sK99mtVJy4jDOMU0cZik9E4d71zvQ1m+E/twpVAHBuLbugG7Hn5X+GqWL7QGLpbCwRov/N4VKhVujxqQtXFC+0WqlYP8+3Ju3dFwmdcW/h1Wvx72V479fbbth2pRKhXP9hmT/9EP5NquV4qOHcGnU1GGWkvgTeN7aA+eYxpSeiUcdGIxb244UbLW/kdYEh9Hgq++xGg2UnIojc8lcTFmZNV8HJxXqevUp2PCTXR1K44+iiW5Ueb5LuHXtQfHBnXYj8fqEU7i0vImiXZuw5OegbdgcVWAIpSvm13AFbP6L12+TyUBKwgl6DBhfXialkoYtOpN4+ojDPImnD3Nb39F22xq3upnY/Y7DQk0mA7v/XI6zqwehEbYHFq4e3gSERHNg22rCopqiUmvYvXEZ7p5+hEc3q3a9bhQKlQqPZk1J+uaS+86/70NaV34fYjVc1qb0pXi1bWu3zSUigk5/bsCi16M7cpSEj2ajT0+vlTq4N2lCyrfzyzdareTv3YtHK8fXC4Xawb1UqR6PNpVcL5RK/O7sgZOLC7qjx2qo5ELYVKkzOX/+fCIjI2nbtm2dTWxV+/igVKkwZGXbbTdmZ+PWINphnpztO6n38Cjy9h2g5EISPl07EdCzOwqn8pBD53rhhI64n+R5C0n8ci4eLZvT8PWXsBqNpP/0S43XI0+nw2yxVAhn9fX2JDElrdJ8hUXFDHj0eQxGE05KBc+PG0nH1uXzYjq3acHtndoTEuhPysUMvlyykmdmfMScGa/g5FSzA9FqH28UKlWFcDdjdg6u0VEO8+Tu3EXoqJHkHzhIaVIy3p064tf9Dru/hX/vnrg3bcLhEaMc7qMmFObbbvj+Dk39m5uHH0X5WQ7zFBfmYrWYK+Rx9/QjO90+ZGT/psVsXDELo74Yv+BoRjzzLU4qDQAmo4Gf5jxLj3tfwMsvtEY6k5UdF4bMbFwrOS6yt+6k3rhR5O09QEliEj43dyKgdw8Ul4TiOkeEEzbyfpK+Wcj5z7/Bs1VzGr7xEhajkfQVP1e73Jdz8vBE4eRUIfTQlJ+HS0g9h3kKd23Byd2TsNfeBRQoVCryN64l79IO6aUUCvxHPkLJqeMYUhJrtgJ/UXn9dWxcFrZnzMnFOTLKYZ78vbsJHjYc3ZHD6FOS8WzfAe9ut6NQ1k0AyY3SplR/tSlTvn2omCk/F9cwx22qYPsmnDy8iJz+AX+3qdwNv9h1SEtOnyTts/cwpCaj8vHF776RRL75AQnPPoKltKRG66B090Dh5ITlsjBvS0E+6qCwf8yvjoxBHRpBzuIv7LbnLZ+Lz/BHCZ3xFVazCSxWcr//EsPZuBotf1k5/oPX7yJdHhaLGffLwlk9vPzISE1wmEeXl1Uh/NXdyw9dnn29TxzczKLZz2M0lOLhHcAjk+fg5ukDgEKh4NFXvmH+B0/x2tiOKBRK3D19Gf/yV7i6e1WrTjcStY8PCpUKw2X3IYbsbLwquw/ZsYuwB0eSt/8gpUlJeHfuiH8P+zZVcDSW+NemUHI+EY2/PxETHqX1d/M4MOhezMXFNVoHlbftemGocL3IwSXKcR3ydu8mdMQDFBw8RGlyMl4dO+Db/Y4K1wvXBg1o+e08lBoN5pISTr7wAiUJjtutEP9WlTqTjz/+ON9//z0JCQmMGTOGkSNH4uvrW+Vfqtfr0evtn6hotY7nqNWE02+9SyHzWa0AAGg/SURBVOO3ptDpt1VYrVZKLySTtmK1XViNQqFEF3uccx/MBqDwxEncG8UQOvy+WulM/luuLs4seG8qJaV69h+L45MFSwkLCqBdC9uozV23lE/Mj4kMJyayHvc+8TIHj5+kQ6u6f5p57t33aDjlddqvWmkbcUpO5uLqXwgaZAvl0AQFUf/FF4h9dEKFJ4fVcWz3z6xbNLXs+7Anv7pC6upr0WkA9ZvdjC4/k90b5rLyq6d56OXvUam1bFr5Pv4hDWjZ2XEo8LVyetr/0eSdqXTeuBqr1UpJYjJpy1cTckkIo0KhRHfsOOfe+wSAwuMncWsUQ9gD99XKjf+/4dykJd53DyVzwefoz8ajDgrFb+Qj+OQNI3f1DxXS+z/4OJqwSFLeeqEOSlu5Cx9/SNSLk2m5+AfbqFNqClnr1hDQz3FY7PXoRmlTrs1a4XfPMNLnzKb0zEnUwWEEjXkc05AcslcsBqDo8L6y9PoLCZScPkmDLxbh0bUb+X+ur6uiO+TWpTuGlMQKi/W4d+uDJqoRWV++gzknE01Ms7I5k/r462P04ka6fl+uQbOOPDtzBUW6PPZs+pGFnzzHU29+j4eXH1arlZ/mv4W7py8TpnyHWuPMnk0/Mm/WE0yavhRPn2s7Z/JGcvad92j4xut0+OWv+5CkZC6u+pmgweXX5Nzt5YuGFZ06TcGxY3TasI6A3j1JX7mqDkptL2HW+zR47VXa/rjcdr1ISSHj518IHHC3XbqSxESOjHgAJ3d3/Hr0oOEbbxD7yKP/Ex1KWcz12qlSZ/Kzzz7jgw8+YOXKlcybN4/JkyfTr18/xo4dS8+ePVEoFFe1n5kzZzJt2jS7bVOnTqXbVeQ15uZiMZnQ+Ns/9VP7+aHPdDyiZMzJJXbCMyg1GlQ+3hguZlD/hacpTSqfw2bIzKTojP3oUtHZcwT0vPOq6lRV3h4eOCmV5Fy26EROXgF+3pU/dVQqldQLCQKgUXQE51PS+O6ndWWdycuFBQXg7elOcnpGjXcmjbl5WE0m1H72DxTUfr4Vnjz/zZSbR9wzz6HQaFB7e2HIyCTq6acoTbH9LdybNUXj50fbHxaX5VGoVHi2b0fosPvZ0aEzWCxVLmujNt0Jq18e/mE22jqqRQXZeHgHlm0v0mUTVM/xv6Wruw8KpRNFBfZ1KyzIxt3T326bs6sHzq4e+AZFEV6/NbMmdeTkwd9p0ak/50/uJiPlFDMO/GZL/NcZ7/1nOnNL38foNvCpKtevsuNCE+CH4QrHxbFHnkap1aDyth0XDV5+2m7umiEjk6LT9sdF8dkEAvvUznFh1hVgNZtx8vS2267y8sacX3ERAgDfISMp3Pknui0bbGVOTkShdSZgzERyf15qd0XxH/UYbm06kjLjJcy5jttoTTDl/3VsXPawTe3rgzG7kmMjL48zr7yEQqNB5emFMSuT8MefQJ+aWmvlvJIbpU2Z/mpTKi8fu+0qLx9MeRUXfAHwHzaa/K0byzqF+gvnUWqdCX50Etkrlzi8S7EUF2FITUYTHFrjdbAU6rCazSg97K8NSk8vhwsIXUqh0eLa/mYK1i61/4Fag9fdI8ie8x6lxw8CYEy9gCY8Co8eA2qlM/lfvH67eXijVDpRmG9/3Orys/H09neYx8PbH91l6Qvzs/Hwtq+31tkVbXAk/sGRRDZszTvP9GHv5pX0GDieM8f3cOLgFqbP2YWzq22aSnj0FE4f28X+bavofknY7f8yY24uVpMJzWX3IRo/v0rvQ4y5uZyY9KzdfUj0M09Rmlz56t5mXSEliRdwjnAczVAdpjzb9UJT4Xrhe8XrRfzzL9jq4OWFITOTyCcnok+xv15YTSZKk23n36KTJ3Fv1oyQ4cM49/bMGq+H+N9V5fgprVbL8OHD+f333zlx4gTNmzdnwoQJREVFUXiV848mT55Mfn6+3Wfy5MlXlddqNFF4PA6fLpcsja1Q4NO1EwWHjl4xr8VgwHAxA4VKRUCvHmT9sansZ/kHD1cIzXSNiqS0lm7k1GoVjetHsv9YeTiRxWJh/7E4WjSu+AqJylgsFgxGU6U/z8jOIV9XhL+Pd3WK65DVZKIwLg7vTh3LNyoUeHfqiO7olf8WVoMBQ0YmCpUKvx49yNlkW1Akf89eDg65j0NDh5d9dLHHyVz3K4eGDv9XHUkArbM7voGRZR//0BjcvQI4f7J8MQp9SSEp544QXr+tw304qTSERDYnIa48j9Vi4XzcLsIaOM4DtvtOK1bMJlsHdsjjsxk/dTXjp6xi/JRV9Bv9FgCjX1zMTXc88K/qZzWa0MXG4dPVwXFx0PG8nr9Z9JccF73vJOv3zWU/yztwGNf6UXbpXaIjKb1CKHa1mE3oz5/BtXmb8m0KBS7N2lB65qTDLEqNM9bLJ7SXtZPyB1z+ox7DrX0XUt95BVNW9VfPvRKryUTRqXg823co36hQ4Nm+A4XHr3yTbjUYMGZlonBywqfb7eTW8qs/Ki3HjdKmTCZKz53GrWWb8m0KBa4t21ByynE4p1LrXOFcY7WYy/I6onB2RhMcginXcQe1WswmjEnncG58yfwphQJto5YYEq682rVL2y4oVCqK99m3I4WTEwqVCqyX19NSaR2r6794/VapNIRFN+P08fJX9FgsFs4c30NkQ8fz0yIbtuF07G67baeO7SKyYZsr/i6r1YrprwedBr0tVFqhtP9bKJTKiue7/2FWkwndiTi8O9m3Ke9OHdEdufr7EP+7epC9aXOlaZUuLjjXC6/0QVp1WE0mCk+exKuj/fXCq0OHf5zfaDUYMGTarhe+3buTs+XKi7MplAqUak1NFFuIMtV6Z4RSqUShUGC1WjFXYclkrVZbrbDWpHkLafLudHSxxyk4Gkv4QyNxcnEhbcUqAJq++xb6ixmce98WRuXZuiWaoEAK406iDQok+snHUSiVXJgzv3yf3y6i3dIFRD42lox1G/Bo3YLQofcS//qb/7qc/2T43T2Z/ulcmjSIonlMND+s/YNSvZ7+d9wMwLRPviHAz4cJDwwBYMHKtTRtEEVYcCBGo5GdB4+xfutuXhxvW72ruKSUuct/5o7O7fHz9iI5PYPPFv1IeHAgndpUfN9YTUhZuJhG06dRePwEutjjhI4cgZOLCxdX2cLVGr31JvqMDBI/+RQA95Yt0AYGUngyHm1gIBGPP4pCqSB5/nwAzMXFFJ+xX4DIUlKCMS+/wvbqUCgUdOzxINvXfoFvYCTe/uFsXv0xHt6BNG5b/jR70fujadz2Ljp0t/0bd7prDD/Pe4mQqBaERbdizx8LMBpKaH2z7d1TuZlJnNi3jvrNb8bV3ZeC3HR2rv8atdqZmJa2sXffwAi7shQX2kbc/EMaVOs9k0nffEfT999Cd+wEBYePUW/sSJxcXUhdvgqApu/PQH/xIufe/eu4aNMSbVAguhMn0QYHEf30X8fFV+ULKiXNXUj7Fd8ROWEcGWt/w7N1S8KG38vJydMcFaFG5K3/icDxz6JPOE3puVN49RyIQuuMbqvt3XeBjzyLKTebnOW2xW2KDu/Bu/dgDIlnKT0bjzooBN8hIyk+vLfsRtl/9ATcO3cj/aPpWEpLcPprlMpSXITVWHPh1Je6+MP3RL/6OkUn4yiKO0HQ/UNRujiTtXYtANGvTcGYmUnyV7Z5bG7NmqPxD6D4zCnU/gGEPTwOlErSlywq26fSxQVtWHjZd21IKC4xDf+/vfuOb6p6Hzj+SZom3XszSqFA2SBbcSAgICgoDgQEFBRkioiCfhVFQURxIupPUIYDHAgKIijIXiIbSim0QEvpTneb/fsj0jaQIoWG0PK8X6+8tLfnJs8h5/aec89zz8WUn4c+reoHyDWlTWWv/onwsVMoPhVPycnj+Pd5EKXGjdy/rNkB4eOmYMzOIuNb6yIeBXt34d/3QUoST/2b5hpB8MBhFPyzq3SQGfz4UxT8swtjRjoq/0CCHh2KxWwmb/tfFcZxLfI3ribg8bHoz54qfTSIUqOhcJf18/wfH4cpN5u8X7612c+z890UH/obc6HtxV5LSTG6+KP49n8ci0GPMTsTTXRTPDvcSc6KxThKdTx/33nvMJZ99hK16zejbgPro0H0JcW0v/MBAL6bPw3fgBDuHWh9nvPtvYYw/43hbFqziKat72D/zrUkJxzhoZGvAaArKWLDyv+jWduuePsFU5SvZfsf35GrTaNVJ+sKw/Uatsbd04dln75EjwefwVXtxq6NP5KdnmzzvMrrxcXTA8/osnOXR1RtfFrFoM/OpSTJQReCrtC5JV/TeOYMCo4eI+/IEWoPGYTS3Z3UlasAaDzrDXTp6Zz+wJoG7d2iOerQEAqPx6EOCSFyzChQKEn6clHpe0Y9P4nsTVsoSUlBExJC5NjRWExmMn5zTAp7yjff0vC16RQci6Xg6FHCBz2Gi7s76b9a07SjX38NfXoGZz+xPpbFq1kz1CEhFJ44gTo4mDpPP41CoeTckiWl71l37FhyduxAl5qKi4cHQb164dO2LcfGj3dIHW40ctHl+qn0YFKn05WmuW7bto2+ffsyb948evXqhfI6LRSR/ts6XAP8iZo45t8HacdxaMSY0oVgNBFhWMpdbVVq1NSfNBa3OrUxFRaRvXkbx6a8jDE/v7RM/uGjHBn7HPUnTyBy3ChKks8RP3MOab/85rB6dL+tA9q8fBYsW0lWTh4N69Xh/ZcnEfBvmmtaZjbKclclS3Q63vnia9KztWjUrkRGhPPahJF0v806M6hUKjl1Jpm1m3aQX1REkL8fHVs14+mB/VG7ujqkDpnr1uPq70/dMc+gDgqkMC6OI2PGlS48ogkLs17p/pdSrSZy7BjcatfCVFSEdtt2Trz8P0z5jllV83I693oKvb6YNUtfpaQojzoN2/LYxAU2z5jUZiSVDvYAmrW/l6L8bDav+ojCvAxC6zThsYkLStNcVa5qzsbvZc+fiykuysPTJ5C6DdsxfOp3lyzcU9XSV1uPi/qTrMdFfmwcB4c9gyHT+l241QqzmYVQatTUf34cbnWtx0XWX9s4NukljHnljotDRzk8ahINXphIvYmjKEk6R/yMOaStctxxUbh7K1nevvg/OASVrz+6swmcf+fV0nQ+VWCwzQJg2lXWewwDHnocF/9ATPm5FO3fQ/aPZSdV327W1XlrvWz7bMb0/3uf/G2OWeo+e+OfqPz8qDXyKVwDAik6Gc+JyZNKZ67UoWFQ7mSnVKup9dQoNBERmIqLyd21g4Q3XsdULuPDM6YJMR/PL/257oRnAcj8bQ2Js96o8jrUlDaVv2MzLj6+BD86FBc/f3SnE0ia+TKm3BwAXINCbFJXM3/6BovFQvBjw1AFBGHKy6Vg7y4yvisbFLsGBhMx8SVcvL0x5eVSfPwoZ16aiCnv0mehVoXifTvI8fLBp8+juHj7YTh3msxPZpYuyqMKCLok/VYVEoEmugkZ8+y3jawvP8C33yAChk1E6eGFMTuD3NXfUbhtvUPqANXz/N26c28K8rJZ9+M88nMyiYiMYeTUz/H2tf7d12adt5lBrNeoDYPHzuH3Hz5i7fIPCAqLZPhzH5c+Y1KpdCH9fCJ7P1hFYb4WTy8/6jRozphXlxBW2/pYFk8ff56a+jlrl3/IZzOfxGQyElYrmuGT5xERaf9WDEfybduczhuWlv7c9N2XAEhasoJDI64ss8xRMn639kMix1n7IQXH4zgyemxZmwq/qB+i0VBv/Fjc/+2HZG/dTty0V2z6IZrQUGLmvIWrny+GbC25+w9wYPBQu898rApZf/yBq78fdUePwjUwkMITJzg2foJNX8rmfKHRUPeZ0bjVqoWpuBjt9u3Ev/qqzfnCNcCf6NdfQx0UhKmggML4kxwbP966Sr4QVUhhqcSyrGPGjGHZsmXUqVOHJ598ksGDBxMUZP+egavxVwUpI9VF1/iDZB+2/4zI6iSgRRe2tbrF2WFcsy4H97HUORmCVebxO2BjPfvLm1cnd58+xKmhlz5upTppsGQNf3fp5Owwrln7bbtqTJs6/rD9Z49WFzE/rCd53MPODuOa1Z73Q404f//6T8W3jFQX97VVsca18X8XvMH1McSxpXnFt49UB3cc2c+Odu3/u+AN7ta9f/93oRvQxA/z/7uQk3w40dvZIVSpSs1MfvbZZ9StW5f69euzefNmNleQm71ihWOezSiEEEIIIYQQl2OW5Vyvm0oNJocOHXrFK7YKIYQQQgghhKi5KjWYXPTvIilCCCGEEEIIIW5u17SaqxBCCCGEEELcSGQ11+vn+iy/KoQQQgghhBCiRpHBpBBCCCGEEEKISpM0VyGEEEIIIUSNIWmu14/MTAohhBBCCCGEqDQZTAohhBBCCCGEqDRJcxVCCCGEEELUGJLlev3IzKQQQgghhBBCiEqTwaQQQgghhBBCiEqTNFchhBBCCCFEjSGruV4/MjMphBBCCCGEEKLSZDAphBBCCCGEEKLSJM1VCCGEEEIIUWNYLJLmer3IzKQQQgghhBBCiEqTwaQQQgghhBBCiEqTNFchhBBCCCFEjWGW1VyvG5mZFEIIIYQQQghRaTKYFEIIIYQQQghRaQqLLHckhBBCCCGEqCFGzsx0dggVWvBykLNDqFI31D2Tm5u0dnYI1+TO2AMcPXne2WFcs2bR4ezu3NHZYVyzjjt389JCnbPDuCazRmhYF9jM2WFcs55ZR0l78XFnh3FNQt9eyuG+XZ0dxjVrsfqvGtOmtjRv4+wwrskdR/ajfWuMs8O4Zv7T5vObR4yzw7gm9xYdZ+7K6n9tfXJ/RbU/LsB6bKxxbezsMK5JH0NctT8uwHpsCHE5kuYqhBBCCCGEEKLSbqiZSSGEEEIIIYS4FhZZzfW6kZlJIYQQQgghhBCVJoNJIYQQQgghhBCVJmmuQgghhBBCiBpD0lyvH5mZFEIIIYQQQghRaTKYFEIIIYQQQghRaZLmKoQQQgghhKgxzBZJc71eZGZSCCGEEEIIIUSlyWBSCCGEEEIIIUSlSZqrEEIIIYQQosaQ1VyvH5mZFEIIIYQQQghRaTKYFEIIIYQQQghRaZLmKoQQQgghhKgxLLKa63UjM5NCCCGEEEIIISpNBpNCCCGEEEIIISpN0lyFEEIIIYQQNYZZVnO9bqrtYDJi0KPUeXIY6qBACo6f4OTMt8k/fMRuWYVKRd2nnyS0331oQkMoSjxNwtwP0W7bUVomcuxo6o0bbbNfUUIif/d5wKH1uNja1T+z8qdl5GizqRcVzcjRE2jYuIndsn/8vppNG9dx9nQiAA2iGzF42FMVlneU0AEPET54MK4BgRSdjOf0e3MpPHbMblmFiwsRw4YT1Pte1MHBFJ89S9L8eeTu2lVaJmLoMPzvvAv3yEjMOh35hw+TNH8eJWfPOrwu3W9xoV1jF9zVcCbNwqodRrLyKv6DdGdLF5rVUxLsq8BggrPpZn7/20Rmbtk+7RsradXAhYhABW5qBTOW6ijROyb+OiMeI2rcE6hDgsg/GsfxqbPI3XfYblmFSkX9Z58iYuD9aMJDKTp5mhOvv0fmxm1lhZRKol8cS/jDfdGEBKFLTefcd6tImPuZYyrwL/fO3fG8416U3r4YzyeRt2oJxuQEu2X9n34JdYNL27wu9gA5i+Zest37geF4dOpG/q9fU7RtXZXHXl5An/4EP/goKv8AShJPkfL5RxSfOF5h+cD7BxB47/24BodizMslb/tmUhd/gcVgAKDxwu9Qh4Zdsl/W6pWkfPahQ+pQU9pU+MBHqPPEv+eMuBOcmvU2+UeOVliPOiOfJLRfXzQhIRSdPkPiex+i3b7Dbvk6I54gatIEkpd+Q8Lb7zqsDppb7kDTsQdKLx9M6ckUrf8e0/kzFZZXaNxxu/N+1I1bo3DzwJyXTdGfP2I89W+91Rrc77gP10atUHp4Y0pLpujPHy77nlUhctQgop4dgSY0iPzDxzk6+U1y91bcphpMeZpag/vjFhFK4YlEjr/yLpl/lLUpFy9PGr06gbD7u6MODiTvYCzHpswk9x/7fYKqYrFY+OePj4nd8wP64jzC6t1Clwem4xtUr8J9zif8zcEtC8lMPkpRfgb3DJ1HvWbdbcrs/eNjTh38jcKcVJQqV4JrNaN9z2cJqduqyutQ1cdF5JhRRI65tC+19/4Hqzz2ygro0o76k0fge0tz3CJC2DtgDGm/bHB2WKVqynEhbj7VMs01uPc9NHhxMqc/+Zx/BjxGQdwJWnwxH9cAf7vl600cS/gjD3Fy5tv83fdBUpb/SLOP38OrSWObcoXxJ9lxe7fS1/7BT1yP6pTatmUjX30xn0cGDefdj76gXlQDZrwyhZwcrd3yRw4foMsd3Zjx1vu8NfcTAoNDeP2V58nKzLhuMQd0607dCRNJXriQI8OHURR/kpj3P0Tlb/+7qD1qNCH9+3P6vbkcGjSQ9J9X0Gj223g0alRaxrtNG9J++pGjT43g+MQJKFQqYj74CKWbm0PrckdLFzo3dWHVdiOf/mJAb7TwRE9XVC4V7xMVrmRXrIlPfzXw5e8GlEp4opcrruUu07iqFJxINrPpoMmh8Yf170XMGy9w8p357Lz7YfKPxNH2h89RBwXYLd/w5QnUHv4wsVNnsf3W+0latJzWSz7Eu0VMWf0mjqDOE48S++JMtnW+jxOvv0/UhCep+/Rgh9VD07Ij3n0HUbDhZ7I+egXD+bP4j3gBhaeP3fI5Sz8k441xpa/M96ZiMZkoObzn0vdu1hbXutGYcrMdFv8Fvrd3JXzkM6R/t5iTE5+mJPEUUTPm4OLrZ7/8nd0IG/40ad8t4cQzwzj30Tv43t6VsGFPlZY5OWk0sUMeLH0lvDwZgNztmxxSh5rSpoJ73UODFyZz5tPP2ffwIArjTtD888ucM8aPIfzhAZycNYe9/QZw/vsfafrhXDxjGl9S1qt5U8IfHkBB3AmHxQ/g2qQt7t0GULJtDXlfvoUp7Rxej45H4eFlfwelC16PTcDFN5CCFV+Q93+vU/Tbt1jyc0qLePYegmu9GIp+XUzewpkYEmPxHjgBhZevw+oRPqA3MbOncnLWJ2y/9UHyDsfRYdUC1MH221Sj6ROpO+JRjk1+ky239OHswmW0XTYPn1ZlF5BazH+DoLtv5cCIF9na/n4yN2ynw+qv0ESEOKweAAc3L+DI9qXc/sBr9B/3PSq1O78tHInRoKtwH4O+mMDwGG7r/2qFZfyC6nFbv1d4aNIv3D/6G7z8a7FmwQiKC6r275ajjovC+JPsvLN76evA0CerNO6r5eLpQd6hOI5MeN3ZoVyiJh0X4uZTLQeTtYc9zvkfVpD28yqKTiUQ/9qbmEtKCHuwv93yoff34ez/LSR7yzZKks9xftkPZG/ZRu3hQ23KWYwmDJlZpS9jTo7jK1POrz//QI9efejWozd16tZj1Ljn0Li5sXH9b3bLT5ryP3r37U9Ug4bUrhPJmAlTsJgtHDq477rFHP7YY6T/sorMNaspPp1I4pzZmHUlBPe9z275oF69SVm8mNydO9ClpJD+8wpyduwk/LFBpWXiJj1L5m9rKE5MpOhkPAlvzkATHo5nTIzd96wqtzZz4a8DJmLPmknVWvhhsxFvD2gaWfFhsmidgX3xZtJzLKRmW/hpixF/LwW1ghSlZXYcNbHlkImkdLND448cM4zkpT+S8u1KCuNOcWzy65iKS6g12P4V4fBH7iPh/S/I/HMrxWeSSfpqOZl/bqXe2OGlZfzatyZ97UYy/9hCSVIKab+uJ+uvHfje0sJh9fC8vTfFezZRsncrpvQU8n/+CotBh3v7O+yWtxQXYi7ILX1pGjbHYtBTcsh2MKn08ce731Byl30KJscO7AGC+j+Mdt0atH/+ji7pDOc+eQ+zroSAHr3tlvds0oyi2CPkbt6AIT2Ngv17ydmyEfeGZe3elJeLMUdb+vLp0BldyjkKDx90SB1qSpuqNXQI539cQdrKXyhKSCB+xkzrOeOB/nbLh9zXl7NfLES79d9zxvIfyN66ndrDH7cpp3R3J2b2LE689gbGvDyHxQ/g1uFudAe3oz+8C3NWKkW/fwdGPeqWt9otr251Kwo3Dwp++gzTuQTMudkYk+IxpZ+zFlC54hrTmqK/VmJMOolZm0HJtjWYtBlobrF/rFWFqAnDSfrqB5KXrqDg+CmOjJ+OqbiE2kMH2C1fa1A/Tr3zORnrtlB8OpmzXywjY90WoiZYL/Yq3TSE9b+H4/97F+32vRQlnCV+5jyKEs4S+dRjDquHxWLh8LYltLl7NPWadSMwvDFdH3mborx0Th/9s8L96sbcQfuezxLVvEeFZaLb3EfthrfiE1iHgLCGdO47FYOugOzUuCqtg6OOC4vJhCErq/R1vftSFclYt4UT0z8gbVXF34+z1JTj4kZiMVtu2FdNU+0GkwpXFd7NmqDdubtso8WCdudufFq3tLuPUq3GrLO9Umgu0eHbto3NNvfIunTavJ4O61cTM2cWmvBL08kcxWAwcOpkHC1bty3dplQqadm6LXHH7aeMXkyv02EyGfH29nZUmDYUKhWejWPI+7tcp91iIffvv/Fubr9jqFCrMesv+i50JXi3qjh9x8XLeuXdkZ01f2/w8VBwKqVswKczQHKGhbohisvsaUvjav1vccUXph1C4eqKT6umZG3eWbbRYiFr8y782tv/t1Wq1ZhLbAM1lZTg3/GW0p9z/j5A4B2d8GgQCYB3s8b4dWxD5p9bq74SAC4uqGrVQx9fLs3KYkF/8iiudaOv6C3c2t1JycFdUH52QKHA99HRFG5egyntXBUHfSmFSoV7dCMKDvxTttFioeDAPjximtndpzD2KO4NGuHeyDp4dA0Nx7tdR/L37rZbXqFS4XdXD7R/rK3y+KHmtCmFSoV30ybk7LI9Z+Ts2o13q4rOGa5Y9La56GZdCb5tbM8ZDf83jewtW23f2xGULriE1cWYWH4wYcFw+jiqWlF2d1E3bIHxXCIe9wzEd8JsfEb+D7fOPUHx798zpRKF0gWMBtsdjXpUtRs4pBoKV1d82jQj669y6cIWC5kbd+LfsbXdfZRqNaaL21RxCf63Ws+VCpUKpUp1absrLsG/c1scJT87meL8DGo1LBvMq929CanTkvSzB6rsc0xGPbG7l6N28yYwvOouqDryuHCvW5eOG9fTfu2vxMyeiSbs+vWlqqOadFyIm1O1u2fS1c8fhUqFISvLZrshKwuPqHp298netpPawx8nd+8+is8m4d+5I0E97kbhUpa/mH/oMMdfepXixNOog4OIHDua1l9/yd77HsJUVOTIKlk/Py8Xs9mMn59tSoOfnz/nkq7sXsElX32Of0CQzYDUkVR+ftbvIts29caQnY17ZKTdfXJ37yJs4CDy9h9Ady4Zn3bt8b+rKwplBdc1FAoin51E/sGDFCfYv2euKni7WztYBcW2V4wKii14uV/ZYFIB9O2k4nSqmTTt9b3ypA70Q6lSoUu3PS706Vl4NrTf2czauJ16Y4ah3bmXosQkAu/sRGif7jbHReIHC1B5e9Fl12osJhMKFxfiZ37I+R/XOKQeSg9vFC4umAtybbab8/NQB0f85/6q2vVxDa9D3o8LbLZ73NkXi9lE8fb1VRpvRVx8fFG4uGC8KEXdmKNFU7uu3X1yN29A5eNL/bc/QqFQoFCpyPptFRk/fGO3vE+nLrh4eaHd8HuVxw81p025+lvPGfos279T+qwsfCs4Z2i376TW0CHk7N1HSVISfp06ENTN9pwR3LsnXk1i2DdwiEPiLk/h4YVC6YK5yPaCmqUwH5fAULv7KP2CUEUGoj/6NwXff4LSPwSPno+Ciwsl234DvQ5jcgJut/WmMCsVS2Ee6qbtcalVH7PWMbdKqIP8rW0qzbZN6dIz8Wpsv01l/rmNqPHDyd5mnV0J6tqZsH494N/vwlRQiHbXfqKnjqEgLgFdWiYRj/TBv2NrCk857j77onzrv5GHV6DNdnevIIryM6/5/c/E/sWGbydjNBTj4R3MvSO/xM3Tfvrp1XDUcZF36Ahx/3uV4tNnUAcFUXfMKFot+ZJ/+l+fvlR1VJOOC3FzqtRgUqlUolBcvmOtUCgwGo2XLaPT6dBdNFOo0WgqE0qlnJo1h0YzXqX9mp/BYqE4KZnUn38h7MF+pWWyt24v/f/CE/HkHTpCpw2/Edz7HlJ/Wumw2KrKiu+/YfuWjcyY/QFqteP+La/VmfffI2rqS7RathwsFkrOnSNzzWqC+/a1W77e81PwqF+fY6NGVWkcrRoo6X9bWfNfst5wmdJX5v5bVYT6K/l8tYNW16lisS+9RbMPXrd26i0Wik8nce67ldQaVLboVFj/XoQ/1IdDT79AwfGTeLeIIWbmVHSpGaQsW+XE6O1z73AnhvNnbRbrUdWqh0eXe8j+8BUnRvbfPFu0IviRwaR8+gFFcbFoImoR/tQ4QgY+TvqypZeU97/nXvL/2Y0xO8vOuzlHTWlTp2a/Q8PXXqH9rytKzxlpK38h9AHrOUMTFkqDqVM4/NQzl8zU3DAUCiyF+RSt/QYsFkypSZR4+eLWqYd1MAkU/roIjz6P4zf+LSxmE6bUJPTH9qIKs3/BwxmOTZlJ80/e4M4Dv2GxWChKSCJ56Qqb9L+DI16gxWez6HZqC2ajkbwDx0j5fg2+bexnAVyN+P2/snXF9NKfez3h2AWjIhp0ZMDEnykp1HJ8zw9s+OZZ+o/7HveLBq/X038dFwDabRf1pQ4fpuP63wjudQ+pK1Y6Ieqa6UY5Lm5kFkvNSye9UVVqMPnzzz9X+LudO3fy0UcfYTb/931hb731Fq+/bnsD9PTp0+l6BTEYcrRYjEZcA23/oLoGBqLPtH810KDVcnT8JBRqNa5+fujT04maPJGS5IrT3Uz5+RSdPot73TpXENW18/bxRalUkpNje5UwJ0eLn7/9G7AvWPnTMlb8+C2vzZxLvSjHpCfZY8zJsX4XAbbxuQYEYMiyv1CAMSeH+KkvoFCrUfn6YsjIoM6YsZScS7mkbOTk5/G7rQuxz4xCn5FepbHHnjWTlF7WCVS5WC+SeLkryC83O+nlruB89n+36fs6q2hcR8kXa/TkOeHiqz4rB7PRiCbE9rhQhwSiT6/guMjScuDxCSg1alwD/NCdT6fR9OcoPpNcWqbR65NJ/HAhqT9bUykLYuNxrxNB1LMjHdLxNxflYzGZUF60AIjS2wdTuYVD7HLV4NaqEwXrf7LZrI5qjNLTh6BpH5RuU7i44NVnEB639STz7eeqKPoyprxcLCYTKj/bmQSVnz9Grf1jI3TIk+RsXI/233ukdWcSUWrcqDVuMunLv4ZyJ0bX4FC8Wt3CmVnT7b5XVagpbcqgtZ4z1IG2f6fUgYHoM+0PxA1aLccmPvfvOcMXfXoGUZMmlJ4zvJo2QR0YyC3ff1u6j0KlwrftLdR67FG23tIRruBceKUsRQVYzCaUHj6Uv9tX4emNucB++r+5IM96b3C5dmPKSrUeW0oXMJsw52RS8M374KpGoXbDUpiHZ78RmHOufWbNHn2m1tqmQm3blCYkCF2a/c/UZ2rZ9+g4a5sK9EOXkk7jNyZTlJhUWqYoMYndPR/HxcMdlY8XutQMWi95j6LTSXbf82pENu1KSJ2y9E+T0Xr+KCrIwsOnbEGT4oJMAiOufUV1V7UHvkGR+AZFEhrZmmVzenL87x9p07VqLqw64riwx5RfQPGZs7hdp75UdVSdjwshoJL3TPbr1++SV0xMDIsWLeLdd9/l4YcfJi7uv28QnzZtGrm5uTavadOmXVEMFoOR/KOx+HfqULZRocC/UwfyDhy6/L56Pfr0dBQqFcE9upG1YVOFZZUe7rjXqY0+wzEn1Yu5urrSILoxhw6ULZ5jNps5dOAfGsc0rXC/n3/8jh+XLeWVGXOIbujYBWouZjEaKYw7jk+79mUbFQp827Un/4j95axL99XrMWRkoHBxIaBrV7Rbt9j8PnLy8wTceSex48aiO3++ymPXGyA7v+yVnmMhr8hCg4iyQ0LjCrWDFZxNv/zVrfs6q2gaqWThWgPagioP9YpYDAbyDh4j4I5OZRsVCgLv6EjO35dfnMWs06M7bz0uQvv2IH3txtLfubi7X9IptphMKBQOut3aZMJ47jTq6HJtXqFAHd0Mw9mTl93VrWUHFC4qSvbbPr6heN92sj54mawP/1f6MuVmU7R5DdqFcxxRCyxGI8UnT+DZquxeQRQKvFrdQtFx+8vuKzVuNh1/AMuFf/uLMkL8e/TCmJtD/t87cZSa0qYsRiP5x2Lx69ixbKNCgV/HDuQfvJJzRgYKlYqgHt3I+msTADm79rC3/0P889DA0lf+kaOkr/mNfx4aWKUDSQDMJkypZ1HVK79qpgLXyMYYzyXa3cWYfAqlfzDWBHwrl4BQzPk5YL5oASqDHkthHgo3d1T1m6CPd8yCThaDgbz9Rwm8q3PZRoWCwK6d0O4+cNl9zTo9uhRrmwrrfw9pazZeUsZUVIwuNQOVnw/B3buQtvrSMldLrfEqHdz5BkXiHxqNu3cwKSfLjkF9SQHpSYcIqdu6yj73AovFXDqArZL3c8BxYY/S3R2369iXqo6q83EhBFzDPZMpKSlMnz6dxYsX07NnTw4cOEDz5s2vaF+NRnNNaa3Ji5cS89Yb5B85Rv7hI9QaOhiluzupP1uvajee/Qb6tHQS3/8YAO+WzdGEhlAQG4cmNITIsaNBqeTswkWl71l/yiSyNm2h5Nx5NCHB1Bv/DBazifQ1jrkfyZ77HniYj997i+iGjWnYqAm/rvoRXUkJd/+7+uOHc2cRGBjEkOFPA7Dih29Z9vVXTHrhf4SEhKH9N93Nzd0dd3eP6xLz+e++o8Err1J4PJaCo8cIGzgQpZsbGatXA1D/1ekYMjJI+nQ+AJ5Nm6EODqYo/gTq4BBqjRwJCiXnvy5L46v3/BQC7+nJiRenYC4qLJ35NBYWYtE5bmWbHUdNdG3tQmaeBW2+hR5tXcgvgmNnyjqGI3q7cvS0iV2x1m3336qiVX0lX/9pQGew4OVuLVeiB+O//TUvd+s9mYE+1k5dmL8CnQFyCiwUV2GG3Jn5i2n+ySzyDhwld99hIkdZr0ie+9aaUdB8/ix059OJf+MDAHzbtkATHkr+4eNowkOIfnEsKBUkfvRl6XtmrNtE/eeepjj5PAXHT+LTsgn1nhlW+p6OULh1Lb6PPI0hORFDcgIeXXqicNVQstd6wcHnkVGY87QU/P69zX7u7e9Ed2wfliLbEb2lqADTRdswmTAX5GLKTHVYPTJX/kDtSVMpjj9B8YlYAvs9hNLNDe2f1r8ptZ+bhiErg7TF1vs78/bsIKj/wxQnxFvTXMNrETrkSfL27LQdnCgU+HfvhXbDuqoftFykprSpc0u+pvHMGRQcPUbekSPUHjLIes5Y+e85Y9Yb6NLTOf3Bv+eMFs1Rh4ZQeDwOdUgIkWNGgUJJ0peLADAVFVF08pTNZ5iKizHk5F6yvaqU7NmIZ9+hmFLPYEw5g1v7ruCqQX/IOpjx6DsMc34OJZutddLt24pb2ztx7/Ewun82ofQPwe3Wnuj2bip9T1VUE1AoMGelofQPxv3uBzBnpZW+pyMkfrSIll/MJnffEXL2HiJq3DBUHu4kL10BQMsvZqNLSSdu+nsA+LZviVtEKHkHY3GLCKXhy+NQKJUkvFd2X3RQ9y6ggMITiXg2iCRm1hQKTiSQvGSFw+qhUCho0WUo+zZ+hk9QPXz8a/H3+o/w8AmxeW7k6v8bTr3m3Wl+q/XeWoOukNyssnvW8rKTyUyJxc3dFy//CAz6IvZv/IzIJnfj4RNMSaGWozu/pSgvjfotelVpHar6uACIen4S2Zu2UJKSgibE2t+ymMxk/Hb9+lIVcfH0wDO6LIXbI6o2Pq1i0GfnUpJU9RetK6OmHBc3EouDz4+iTKUHk7m5ucyaNYuPP/6Y1q1bs2HDBm6//XZHxFahjLXrcfX3p96EZ1AHBVEQG8fhp8eUpla6hYdDuaV3lRoN9SaMxb1ObUxFRWRt2cbxF/+HKT+/tIwmLJQm776Fq58fhmwtufv2s3/gUAxa+894dIQud9xNXm4O3339FTnabKLqR/PKjDmlaa6ZGWkoy81QrPttFUajgXcuSnV7ZNAwBl6nZ2Rmb/gTV38/ao98GtfAQIriT3B80rOlqXya0FCbDq9So6bOqNFoIiIwFReTs3MHp15/DVNBWWc/dMBDADSdb3tPyqk3ZpD5m2MW6QDYcsiEWgUP3KbCTQ1n0ix8tc5QOigECPBW4OlW9h10amK92f2pPmqb9/pxi/WRIQAdY1zodkvZofZ0X/UlZapC6srfUQcFED11HJqQIPKOHOefR0ahz7BeZHCvdelx0fClCbhH1sZUWETGn1s4/MxUjHllx0Xs1Jk0nDaBpu+8gjooAF1qOkmLf+DUO59WWdwX0x3aTb6nN173DEDp7Ysx5SzaL98pTedz8Qu8ZAbPJSgMdVRjtAvedlhclZW79S9Uvr6EDhmOyj+AkoRTJL76YumiPK7BITbHRvqypWCxEDpkBK6BQdaZxz07SV1qu5iQV+u2qEPCHLaKa3k1pU1l/G49Z0SOe8b6cPbjcRwZPbb0nKEJD7PpeCg1GuqNH4t77VqYiorI3rqduGmvYMp3UuoBYIj9h2IPL9xu74vS0wdTejIF38/DUmT9t1X6+IOlrA6WfC35y+fh0e0hNCNexpyfg+7vvyjZVbYIlULjjvtd/VB6+2EpKUIft5/izb849CLF+Z/Wog4OoNEr41GHBpN/KJY9/Z9C/+9CT+51ImzalItGQ6NXJ+IRVQdTQRHp6zZzcOSLGHPL2pTKx4vGM57DrVYYBm0OqSv/4MRr72P5j/UbrlWrO0di1Bez9adX0ZfkEVavLb2f/AKVa9nF8rzss5QUlvUjMpKPsPr/hpX+vGv1bAAate3PXY/MRqFwISc9kRP/TKCkUIubhx/BdVpw3+hvCAhrWKXxO+K40ISGEjPnLVz9fK19qf0HODD4+valKuLbtjmdN5RduG767ksAJC1ZwaERV5Yd5yg16bgQNx+FpRJ3qM6ZM4e3336bsLAwZs2aRb9+/f57p0rY3KR1lb7f9XZn7AGOnnTu1a2q0Cw6nN2dO/53wRtcx527eWnhdX5GRxWbNULDusDqf7N8z6yjpL34+H8XvIGFvr2Uw32v5M7uG1uL1X/VmDa1pXmb/y54A7vjyH60b41xdhjXzH/afH7zuL63WVS1e4uOM3dl9V+wY3J/RbU/LsB6bKxxbfzfBW9gfQxx1f64AOuxUR099sKNu2rtd3NunEXOqkKlZianTp2Ku7s70dHRLF68mMWLF9stt2LFzTGFLoQQQgghhLixmM3V/+JQdVGpweTQoUP/89EgQgghhBBCCCFqvkoNJhctWuSgMIQQQgghhBBCVCdXvZqrEEIIIYQQQtxoKrEkjLhGDnpYnBBCCCGEEEKImkwGk0IIIYQQQgghKk3SXIUQQgghhBA1hkVWc71uZGZSCCGEEEIIIUSlyWBSCCGEEEIIIUSlSZqrEEIIIYQQosaQNNfrR2YmhRBCCCGEEEJUmgwmhRBCCCGEEEJUmqS5CiGEEEIIIWoMs8Xs7BBuGjIzKYQQQgghhBCi0mQwKYQQQgghhBCi0iTNVQghhBBCCFFjyGqu14/MTAohhBBCCCFENZadnc3gwYPx8fHBz8+PESNGUFBQcEX7WiwWevfujUKhYOXKlZX6XBlMCiGEEEIIIUQ1NnjwYI4ePcoff/zB6tWr2bJlC08//fQV7fvBBx+gUCiu6nMlzVUIIYQQQghRY9xsaa6xsbH8/vvv/P3337Rr1w6Ajz/+mHvvvZd3332XiIiICvc9cOAAc+fOZe/evYSHh1f6s2VmUgghhBBCCCGqqZ07d+Ln51c6kATo3r07SqWS3bt3V7hfUVERgwYN4pNPPiEsLOyqPltmJoUQQgghhBDiOtDpdOh0OpttGo0GjUZz1e+ZmppKSEiIzTaVSkVAQACpqakV7jdp0iRuvfVW+vXrd9WfrbBYLDfXPLAQQgghhBCixur3TJyzQ6hQm9DveP311222TZ8+nddee+2SslOnTuXtt9++7PvFxsayYsUKFi9eTFycbb1DQkJ4/fXXeeaZZy7Z75dffmHy5Mns378fLy8vABQKBT///DP9+/e/4vrcUDOTuzp2cHYI16TT7j1sOVro7DCu2R3NPDl0713ODuOatfxtEyPeyHB2GNdk4SvB/NWwlbPDuGZd4w+S++5EZ4dxTXyf/5CE4X2dHcY1q79oNRvrtXR2GNfs7tOH+LN2C2eHcU26Jx+maOGrzg7jmnmMmMHvPk2cHcY16ZUXywufFTs7jGs2Z7Q7O9q1d3YY1+zWvX/zm0eMs8O4JvcWHWeNa2Nnh3HN+hhu3EFZdTVt2jSee+45m20VzUpOnjyZ4cOHX/b96tevT1hYGOnp6TbbjUYj2dnZFaavbty4kVOnTuHn52ezfcCAAdx+++1s2rTpsp97wQ01mBRCCCGEEEKImqoyKa3BwcEEBwf/Z7nOnTuTk5PDP//8Q9u2bQHrYNFsNtOxY0e7+0ydOpWRI0fabGvRogXvv/8+99133xXFBzKYFEIIIYQQQtQgZrPZ2SFcV02aNKFXr1489dRTfPbZZxgMBsaNG8fAgQNLV3I9d+4c3bp1Y8mSJXTo0IGwsDC7s5Z169YlKirqij9bVnMVQgghhBBCiGrsm2++ISYmhm7dunHvvffSpUsX/u///q/09waDgbi4OIqKiqr0c2VmUgghhBBCCCGqsYCAAL799tsKf1+vXj3+a93Vq1mXVQaTQgghhBBCiBrDYpaHVVwvkuYqhBBCCCGEEKLSZDAphBBCCCGEEKLSJM1VCCGEEEIIUWNYLDfXaq7OJDOTQgghhBBCCCEqTQaTQgghhBBCCCEqTdJchRBCCCGEEDWGrOZ6/cjMpBBCCCGEEEKISpPBpBBCCCGEEEKISpM0VyGEEEIIIUSNIWmu14/MTAohhBBCCCGEqDQZTAohhBBCCCGEqDRJcxVCCCGEEELUGGaL2dkh3DRkZlIIIYQQQgghRKVV25nJ0IceImLwEFwDAymKjydx7rsUHjtmt6zCxYWI4cMJvrcP6uBgis+e5ey8j8ndtau0TMSwYQTc1RX3yEjMOh35hw9zdt7HlJw9e72qBMBfa5ezbuUScnOyqFOvEY+NfIGohs3tlj139hS/LPuUM6diyco4z6NPTKb7fYOva7wAgX37EzxgICr/AEoST3Lu048oPnG8wvJB/R4isM/9uAaHYszLJXfbZlIXfYHFoAcg5qtlqEPDLtkvc/XPpMz/0GH1AOh3pwd3tHHDw03JySQDS9cWkJ5tqrD8XW3duKutO0F+1usyKRkmftlSxJFT+tIyd7Rxo2NzDZHhKtw1SsbNyaRY55gbw2sNfpQ6I4ehDg6i8PgJTsyYTf6hI3bLKlQqIkePIOyB+1CHhlCccJpT73xA9tYdNuXUoSE0mPIsgXfchtLdjeIzSRyf+ir5R+wfb1VB3boLmvZ3o/D0wZRxjpINP2FKvcyxqHHHrUsfXBu2ROHmiTkvm5K/fsaYaI3R+6lXUfoGXrKbbv9WSjb86Khq4NOtD769H8TF1x/92USyvv4cXeKJisvfcz8+Xe9FFRiMOT+Pwr3byf5xMRaDAQC3Rs3wvXcAmsgGqPwDSf3oTYr27arw/apCrccfpe6o4aiDgyiIPcGJ6W+Rf/AybWrMCMIH3I86LISihNOcmv0B2Zu325RTh4YQPfVZAu/qYm1Tp5OInfIK+Ycd16ZqDxtI5OgL9Ygj7pW3yDtQcT3qjRtJ+EP3o/m3HidnvU/WprJ63Lbzd9zr1Lpk36RFy4j730yH1GH5vngW7zlOVmEJjUL8eLH7LTQPv7RdX5Bfomfe1sNsPJFMbomecB8Pnr+7Dbc3iADgn6R0luyJ41hqNpmFJbz3wG10bVjbIbGXV/epQURNeBJ1aBD5R44TO2Umuf8ctltWoVJRf/LT1BrUD014KIXxiZyYPpfMP7eVFVIqiX5pHBGP3IcmNAhdajrnvlnJqTmfOrwu97RT0aGJCncNnE418/NWA5m5Ff9979pGRfMoF0L8FBhM1n3W7jKQUW6fB+9wpWEtJT6eCnQGOJNq5rfdBjJyqv68Efbww0Q8PgR1YCCF8fEkvvMOBUcr7kvVeuIJQvr+25c6c4YzH88jZ+fO0jKhAwYQ9tAANOHhABQnJJC0YCE5O3bYfc+qEjlqEFHPjkATGkT+4eMcnfwmuXsrblMNpjxNrcH9cYsIpfBEIsdfeZfMP8ralIuXJ41enUDY/d1RBweSdzCWY1NmkvuP/b8Z11NAl3bUnzwC31ua4xYRwt4BY0j7ZYOzwxI3sWuamczMzCQzM7OqYrligd27EznxWZIXLuDwsKEUnoynyYcfofL3t1u+zuhnCO3/AKfnvsvBgY+SvmIFjd+eg0ejRqVlfNrcQtqPP3BkxAhiJ4xHoXKhyUcfo3Rzu17V4u9t6/j+q/e475GneeXdb6ldryEfzBhLXk623fJ6XQlBobV48PEJ+PoFXbc4y/O9oyvhT40h7dtFxI9/iuKEU0S98Q4uvn52y/vd1Y2wJ54m7dvFxI0aRvIHc/C7oythw0eWlomfOIpjgx8sfSW8NBmA3K2bHVqX3re6072DO0t/K2Dml1p0BgvPDfJF5VLxPto8Mz9tLGTGghzeWJBD7Gk94x/1ISK4bCe1q4Ijp/Ss2Vbk0PhD7u1J9EvPc3re5+ztP5CC2DhaffkprgEBdstHTRpHxKMPcWLGbPb0foBzy36g+fz38WoaU1pG5ePNLcsWYTEaOThyLHt6P8jJ2XMx5OU5rB6ujdvgdtcDlOxcR8HSdzCnp+D50DMoPLzs76B0wfPhMSh9Ayj65Svyv5xJ8fplmAtySosUfD2XvPn/K30VfP8JAIYTBxxWD88OtxM4cCTald9xbvpE9EmJhD0/A6W3r/3yne4k4OHhaFd9R/JLz5Dx5Ud4drgd/wHDSssoNG7ozyaQufQzh8VdXkjfnjT83xROf/gZf/d5lIJjcbRe8hmugfbbVP3nx1Fr0EOcmP4Wu7v3J+WbH2jx+ft4NbNtU21/WozFaOTA8DHs7v4AJ2e+izHXcW0q9L6eNHp1Cgnvf8ae3o+Qf+wEbb7+vMJ6NHhhPLWGPETcq2+x6+7+JC/9npYLPsC7XD329HmMLW3uKn3tG/gUAOlr1jmkDutizzL3rwOMuq0Z3w67h0bBfoz5fjPZhSV2yxtMJkZ/v4mU3ELe6XcrK0feyys92xPi7V5apthgolGIH9N6tHVIzPaEPdibmFkvcnL2J+y4fQD5h+Not+IL1EH2v4uGr0ykzhOPcGzKTLZ16EvSl8tp883HeLdsUlqm/qSR1B0xkNgpb7KtfR/iXp1L1MQRRI4e4tC63NVaxW0tVKzYqufjFTr0BhjRR33Zc0b9cCU7jhqZ97OOL1brcFHCyL5qXMtd2j+XYeb7TQbeXa5j4RodCgWM7KNGoaja+AN79KDepGdJ/mIBB4c8TuGJeJp+/DGuFfSl6o55htAHHyDhnXfY/8ijpP60gsbvzMGzcVlfSp+ezpl58zj0+FAODR1G7t69xMx9F/f69as2+HLCB/QmZvZUTs76hO23Pkje4Tg6rFqAOth+m2o0fSJ1RzzKsclvsuWWPpxduIy2y+bh06qsTbWY/wZBd9/KgREvsrX9/WRu2E6H1V+hiQhxWD2ulIunB3mH4jgy4XVnh3JDs5gtN+yrpqn0YDInJ4exY8cSFBREaGgooaGhBAUFMW7cOHJychwQ4qXCHxtE+qqVZKxeTXFiIomzZ2MuKSHkvvvslg/q3ZtzixeRs2MHupQU0lb8hHbnDsIHlc3iHX92Ihlr1lCcmEBRfDynZsxAEx6OZ0wTu+/pCH/8+g2393iA27r1I6JOfYaMehm1xo3tG1fZLR/VsBkPD5tEhy49Ubm6Xrc4ywt+4GGyf1+D9o/f0SWd4dy897DoSgi451675T2aNKfw2GFyNm3AkJ5Kwf695GzegEejsn9nU14uRm126cu7Q2d0KecoPHzAoXXp3sGd1VuLOHBCT3K6iYWr8vHzVnJLjKbCfQ7G6zl8Uk96tom0bBM//1WETm+hfq2y7+PPPcWs3VFMwjmjQ+Ov8+TjpCxfQepPqyg6mUDcq29iLi4h/KH+dsuH9evDmc8WkL15GyVJ50j59geyNm+jzpNDS8vUffpJdOfTrDORh45QknwO7badlJxNdlg91O3uQn94B4YjuzFnpVH8x/dYDHrUzTvZL9+iEwo3D4pWLsCUkoglLxtT8inMGSmlZSzFhViK8ktfrg2aYdJmYEo66bB6+PbsT97mdRRs+xNDShKZiz/BotfhfUcPu+Xdopugi4+lcNdmjJnpFB/dT8HuLbjVb1hapvjwP2hXfE3Rvp1236Oq1Rk5lJRlP3H+h3/b1MtvYC4uJuKR/nbLhz3Ql9OfLCBrk7VNnfv6e7L+2kbdkWVtKvKZJ9GlpBE75VXyD1rbVPbWnRQ7sE3VfXoo5777ifPfr6QwPoHjU2dgKikmYuADdsuHP9iX0x8vIGvjVorPJnNu6fdkbdxK3VFlA3tDthZ9RlbpK6j7HRSdPot2516H1OHrvXE82LI+/VrUp0GQLy/3bIebq4qVhxPtll95KJG8Ej3vPdCF1rWDifD1pF3dEBqHlA0UutQPZ+ztLbi7keNnIy+oN24YSYt/4Nw3P1MYd4qjz76GqbiEWo8/aLd8xMD7SZj7f2Su30Lx6WSSFi4jY/0WosYPLy3j17EN6Ws2krFuM8VnU0hbtZ7MjdvxbdvCoXXp0kLFhn1Gjp02k5ptYflfenw8FDSrV/FocuFvev6JM5GmtXA+y8L3f+nx91ZSO7isO7Y71kTieTPafAvnMi38vseAv7cSf++qHU1GDB5E2sqVpP/6K8WJiSS89RamkhJC7r/fbvnge+/l3FeLyNm+A925c6T99BM5O3YQMbhs0K7dupWc7TsoSUqi5OxZzs7/FFNREd4t7GdYVYWoCcNJ+uoHkpeuoOD4KY6Mn46puITaQwfYLV9rUD9OvfM5GeusbersF8vIWLeFqAlPAKB00xDW/x6O/+9dtNv3UpRwlviZ8yhKOEvkU485rB5XKmPdFk5M/4C0VX86OxQhgEoOJrOzs+nYsSOLFy9mwIABzJ07l7lz5/Lggw+yaNEiOnfujFardVSsgDU9wTMmhtw9f5dttFjI/ftvvFrYP3Eo1GrMOr3NNnOJDp9WrSr8HBcv6yyIMS/32oO+AkaDgTOnYmnSsmPpNqVSSZOWHTkVd+i6xFBZCpUK9+jGFBz4p2yjxUL+gX/wiGlqd5+i2CN4RDfGvZH1Cr86LBzvdp3I+9t+qp5CpcK/aw+y1/9W5fGXF+SnxM/bhWOJZe2kWGch4ZyBBrWuLBtcoYAOzTSoXRWcSjY4KlT7n+2qwqtZE7Q7yv07Wixk79iFT5uWdvdRVnBc+LZtXfpzULc7yT9ylGYfvcNtu/6i3arlhD9iv9NXJZQuuITWwXimfCqoBePZE7hE1LO7i6pBc0wpp3Hv9jDez7yJ1/CpaDr2oMLL+EoXXJu0w3Bkd5WHX8pFhaZeNMXHDpRts1goPnoAtwYxdncpORmLul4DNFHWq/yq4FA8Wraj6JBjBif/ReGqwrt5E7K3X9Smtu/G5xb7fzvtt6kSfNu3Kf05qPtd5B0+SvNP3qXL3k20X7OciIH2O31VQeGqwrtFU7K3XlSPrbvwq6AeCo0as05ns81UosOvXD0u/oywB/uSsuznKou7PIPJRGyqlo71Qku3KRUKOkaGcijFfnbQ5lMptIwIYvYf/9Bt3koe+nItC3cew2R23qIUCldXfFo3I+uvchdDLBayNu3Er0Nru/soNWpMJbbfhbmkBP9OZbOpObv3E3hnJzyi6wHg3bwx/p1vIeOPrVVdhVIB3gp8PBXEJ5fdBlGih6R0M5FhV961clNb/04VldifrXBVQfsYFVl5ZnILqm5GQ6FS4RUTQ+7uPWUbLRZy9+zBu2UFfSlXV8z6i78LHd6tK+hLKZUE3tMDF3d38g/ZTzm9VgpXV3zaNCPrr3JptBYLmRt34t+xtf2w1Je2KVNxCf63WtuUQqVCqVJhtlem8/WbxReiuqjUPZMzZsxArVZz6tQpQkNDL/ndPffcw4wZM3j//ferNMjyVH5+KFQqDNm2qZ+G7GzcIyPt7pO7axfhgwaRf2A/JcnJ+LZvT0DXriiUFfzBVyioN+k58g4eoDghoaqrYFdBfg5mswkfP9u0DB+/AFLPnb4uMVSWi48vChcXjFrb78KYo8WtTl27++Rs2oCLjy8N3vkYhUKBQqUia80qMr7/xm55n85dcPHyQvvn71Uef3m+Xta2kFdoe7LOKzTj43X5jkGtEBdeesIfVxXo9BY++SGP85kV32fpCK7+/ihVKvSZWTbbDVlZeDaIsrtP9rYd1HnycXL+/ofis0n439qR4HvuRuFSdlXdrU5tIgY9QvKXSznz2UK8WzSj4SsvYjEYSP351yqvh8LdE4XSBUthvs12S2E+ygD76UVK30CUdRtiiP2HwhWf4eIXjFv3h0Hpgm7npe3GtWELFG7u6B04mHTx9kHh4oIpN8dmuykvB9dw+7NAhbs24+LlQ8TLbwPWYyNv42/krP7BYXFeTkVtSp+RhUcFbSpryw7qjHycnD3/UHwmCf/bOhLcqxsKZbk2Vbc2tYY8QtKCpZyevwCfls1o+NqLmA0GUn/6perrEfBvPTIuqkdmFp7RFRwbm3dQ96mhaHf/Q/HpJAK6dCKkt209ygvu2Q2VjzcpP9jPIrlW2iI9JouFAA/b2y4CPd04nW0/PfhcTgF/5xbSu2kkHz90B0naAt764x+MZjOjbnPcLNHlqAP97H4XuvQsPBvZ/y4yN2yj3rjhaHdYZ4gC7+pM6H09bP5OJbz3BSpvL27fuwaLyYTCxYX4GR9w/vvVDquLt4d1EFhQbHvOyC+2UC6T+LIUwP23uZJ43jpTWV7nZi7c28kVjauCdK2ZL1brMVXhdYALfSm9vb5UvXp298nZtYuIQYPJ2/dvX6pDewLuvrQv5dGgAS2++tI6aCsu5viUKRQn2p9Bv1bqIOvxrUu7uE1l4tW4gjb15zaixg8ne5u1TQV17UxYvx7wb5syFRSi3bWf6KljKIhLQJeWScQjffDv2JrCU9d3HQ1x9SxOvHB2s6nUYHLlypV8/vnnlwwkAcLCwpgzZw6jR4/+z8GkTqdDd9FVX42m4lTCa3X6vbnUf+llWi3/HiwWSs6dI2P1r4T0tZ8WGzXlBTzq1+foqKcdFtPNyrNFa0IeGULK/A8oijuGOrwWEaPGE/LY46R/t/SS8gH33Ev+3t0Ys7PsvNvV69hcw9A+3qU/f/jd1c9Ap2aaeP3/snHXKGnbVMOI+715e0nOdR9QVlb8m3No/OardFy3EovFQsnZZM7/tMomLVahUJJ/5CgJ730MQMGx43g1iibisYcdMpi8KgoFlqICitcvA4sFc1oyCi9fNO3vtj+YbN4JY2IslkLH3aN3NdxiWuB33yNkLvmUkoQ4XEMiCBr8FH73DyTnl2XODu+KxL/+NjGzp9NpwyosFgvFZ5I5/8MqwsulxSoUSvIPHyXhnY8AKDh6HM9G0dQa/LBDBpNXI+7V2TSZ8xq3bvrl33okkbJ8FRED+9stX2vgA2T9tQ19Wsb1DfQyzP8OPl/p2Q4XpZKmYQGkFxSzZM9xpw0mr0bsC7No/vEM60DRYqE4MYnkb36m9pCyDImwB3sT/khfDo6YQkFsPD4tmxAzexolqemkfFs1A/w2DV148I6y2xe++k1/mdJXpv/troQGKPh0pe6S3+2PNxGfbMbbQ8GdrVQM6aFm/kodRieeVhLfnUuD/71Mmx9/KO1Lpf/yKyH32/alis+c4eCgwbh4eRHYrRsNX3uNI0+PctiAsrKOTZlJ80/e4M4Dv2GxWChKSCJ56QqbtNiDI16gxWez6HZqC2ajkbwDx0j5fg2+bZo5MXIhbkyVGkyeP3+eZs0qPpCaN29Oamrqf77PW2+9xeuv2944PH36dHpdQQzGnBwsRuMli4q4BgSgr2DAYczJ4cQLU1Co1ah8fTFkZFB37DhKUlIuKVvv+efx69KFY6NGoU9Pv4KIqoaXtx9Kpcsli+3k5WTj41fxan3OZMrLxWIyofK3/S5Ufv6XzBxfEPb4k+RsXE/2ujUAlJxOROnmTu3xk0lf9jVYyq7OuoaE4tW6LWdmvlrlsR88oef1c2UxqlTWq8w+ngpyC8rK+XgqSUq9/L2OJjOka82AmTOpRqLCVaUL+VwvBq0Ws9GIOsi2rbgGBqLLsJ8GZ8jWcmTMJJRqNSp/P/Rp6dSf8iwlSedKy+gzMig8aTs7X3gqgeB7uld9Jfj33kazCYWnt812haf3JbOVpfsU5mExm2zajjk7DaWXLyhdwFzW+1L4+KOKbEzRqoUOif8CU34eFpPpkoWoXHz8MOXavxXA/4EhFOzYSP6W9QAYks+QrdEQNHwcOb8ut6nf9VBRm1IHB6K/TJs6/PSzKDVqVH7WNtVg6rM290Pq0zMojLdtU0WnEgnp7Zg2Zcj+tx7BF9UjKBB9uv1zhiFby6GRE1Fq1Lj6+6FLTSf6pUkUn7n0vk63WuEE3N6JQ09Nckj8AP4ealwUCrKLbBfbySosIdDT/iJxQZ7uqFyUuJSbNYoK9CGzsASDyYSry2VWiXEQfVaO3e9CExKILq2CNpWlZf+g8dbvIsAP3fl0Gr0+maLTZd9F4zeeJ/H9BaT+ZL0douBYPG51Iqj/3NNVNpg8dtrE2bSymY4Li+x4uSvILyo7Nr3dFaRk/fex2q+LK00ilXy6Sk9u4aW/L9FDid5CZq6Fs2l6Xn/CjeZRLhw4WTWjyQt9KbWdvpQhq+K+VNzz1r6Uq68v+owMIsePQ3fOti9lMRopSbZ+P4XHj+PVtCnhjw0kYdZbVRJ7efpM6/GtCb24TQVV2Kb0mVr2PTrO2qYC/dClpNP4jckUJSaVlilKTGJ3z8dx8XBH5eOFLjWD1kveo+h0kt33FOJmVql7JoOCgjh9+nSFv09MTCSggpUjy5s2bRq5ubk2r2nTpl1RDBajkcLjx/Ft375so0KBT/t2FBy+fE6+Ra/HkJGBwsWFgK5d0W6xXR203vPPE3DnXcSOHYPu/KUDTUdSuboS2aAJsYfK7l8wm83EHtpDg8b273lzNovRSPHJOLxa3VK2UaHAq3Vbio5XsLS4RoPl4gfJXujsX3SPW0CP3hhzc8jbU/WPPijRW0jXmktfKRkmcvJNNIlSl5ZxUyuoX8uVU5VcOEehAFdVFS+79x8sBiMFR2Px71x2zy0KBf63diRv/+XvuTXr9ejT0lGoVAT37Ebmn3+V/i533wE8ourZlPeoF2n3QkyVMJswpSWhqtuo3EYFqrqNMKWctruL8VwiSr8grEljVkr/EMwFuTYDSQB1845YivIxJjjuERQAmIzoTp/EvWm5e4kUCtybtqLklP3H5ig1GrholbeyNJ3r257A2qbyj8Tif6udNrXv4GX3NevKtale3cn8Y1Pp73L+OYBH/Xo25d2jIik5d74Koy9jMRjJP3yMgC629Qjo0omcK6iHLtVaj5B7u5Ox/q9LykQ82h99ZjaZG7ZUdeilXF1caBLmz+4zaWWxWSzsOZNGywj7K3m3rh1EkjYfc7mLEGez8wnydHPKQBLAYjCQd+AogXeVW0xLoSDwzk7k7Dlw2X3NOj2689bvIrRfD9LXlD0KwcXD/dKUNpOp4ltZroLOAFl5ltJXmtZCXqGFhrXK/i01rlAnRMmZ1Mun1/Xr4krzKBf+71c92vwrv0hUlV+bxWik4PhxfDvY9qV827f/z/sbLXo9+gt9qbvvJnvz5VdaVygVKF3Vly1ztSwGA3n7jxJ4V+dyH6ggsGsntLsPXHZfs06PLsXapsL630Pamo2XlDEVFaNLzUDl50Nw9y6krb60jLgxOXvF1ptpNddKzUz27NmTl19+mT/++AO12vYPg06n45VXXqFXr/+eX9RoNNeU1nr+u29p8Op0CmJjKTh2lPCBA3FxcydjtfX+iAbTX0OfkU7S/PkAeDVrhmtwMEUnTqAOCaH2yKdAqSRlaVlaZb0pLxDUsydxU57HVFiEa4D1KpexsACL7tIUFEfocd9gvvx4OvWimxLVsBl//votel0xt91tXVlt4Yev4B8YwoNDxltjMxhISbZe4TcaDWiz0zmbGIebmzsh4fbvWaxqGT//QJ3nplEcH0fRiViC+j2EUuOG9o+1ANSZPA1DViapi74AIH/PToIeeJjiUycpijuGJqIWoY+PIG/PDijfGVAo8O/RC+2f6y4ZEDjKn3uK6dvFg7RsE5k5Jh64y5OcfDP7jpd9/88P8WXfcR0b91pnCB6825MjJ/Vk5Zpw0yjo2NyNxvVcef+bsrRZH08Fvl5KQvytPYHaISpK9Gayc80UVrDowtVI+nIpMXPeIP/IUfIOHaH28CG4uLtz/qeVADSZ8ya6tHQS5lrTC31atUAdGkJB7HE0oSFEjX8GhVLJ2S8Wlb3nV19zy/LFRI4eQfpv6/Fu1ZyIRx8i7pUZVRb3xfR7N+HeezCmtLOYzp9F3fZOFK7q0nsc3XsPxlyQi26r9XjXH9yGps3tuN39IPr9W1D6B6Pp2AP9vos7OArUzTuiP/o3XHxBwwFy160k+KlJ6BLj0SWcwPeefig0bhRsta7AF/zUcxi1WWh/XAxA0YE9+Pbsj+5sArpTcbiGhhPw4BCKDuwpjVehccM1NLz0M1yDQlHXjcJUUIApu+pTLJMWLKHJ3DfJP3yMvAOHqTNiCC4e7qT8sBKAJnNnoktLI2HOv22qdQs0oSHkHzuOJiyUqGf/bVOff1X2nguX0vanJUSOGUn6mnX4tGpBrcce4vg0xy1zf/b/ltD0/ZnkHTxK7oHD1B35uPXYWG6tR7MPZlKSms6p2dbn2Pq0aYEmLISCo3FowkKo/9wzoFBy5tOvbN9YoSD8kf6c//EXLCbH/p0a0q4xr/62m6ZhATQPD+TbvXEUG4z0a2G9L+x/a3YR4uXBhDutFx8fbh3N8n3xzNmwj8duacRZbT4Ldx3jsbZlF2qK9AaStGUZFOdyColL0+Ljribcx9Mh9Tg9bzEtPnuL3P1HyN17mHpjhuLi4c65r62LF7X4fDa6lDROvG69Xca3XUvcwkPJOxyLW3go0dPGolAoSfywLLsgY+1fNHh+FCXJ5ymIjce7ZVPqjRtO8tIVDqnDBdsOG7m7rYrMXDPZ+Rbuae9KXpGFo6fL2sJTfdUcTTSx46h1W//bXWkT7cLi3/WU6C14/Xt/ZYkejCbrwj6tol04kWSisAR8PRV0baPCYILjZ6q2jaV88y0NX5tOwbFYCo4eJXzQY7i4u5P+q/UWhujXX0OfnsHZT6yPUvJq1gx1SAiFJ06gDg6mztNPo1AoObdkSel71h071rpyfmoqLh4eBPXqhU/bthwbP75KYy8v8aNFtPxiNrn7jpCz9xBR44ah8nAv/f5bfjEbXUo6cdPfA8C3fUvcIkLJOxiLW0QoDV8eh0KpJOG9BaXvGdS9Cyig8EQing0iiZk1hYITCSQvcWybuhIunh54Rpf18TyiauPTKgZ9di4lSY65KCfE5VR6AZ527drRsGFDxo4dS0xMDBaLhdjYWObPn49Op2Pp0kvve6tqWX/+icrPnzpPP41rYCBFJ05w/NmJpamVmtBQm4GJQq2mzujRuEXUwlRcTM6OHZx8bTqmgrKTaNhDDwHQ7LPPbT7r1IzXyVizxuF1AmjfpSf5eVpWffcpeTlZ1IlqzMRX5pWmuWZnptpcac3RZvDG5LJlqtevWsr6VUtp1KwtU9744rrEnLvlL1Q+foQ+/gQq/wBKEk6S+OoLGHOsqXyuwaE2V2HSvluKxWIhbOgIXAOD/p153EHqYtu0Q6/WbVGHhJH9h2NXcS1v7Y5i1K4KhvXxxsNNQfxZA+9/m2tzj0qwvwteHmXfgY+HghH9vPH1UlKss5CcZuT9b3I5lli2mutdbd3pd2dZx2zqcD8AvlyVx/ZDVXehIv23dbgG+BM1cUzpg9kPjRiDIevf4yIizGZWWKlRU3/SWNzq1MZUWET25m0cm/IyxvyydNL8w0c5MvY56k+eQOS4UZQknyN+5hzSfnHc92KI24/Cwwu32+5F4eGDKSOZwh8/w1JkjUvp42+T8mnJz6Hwx09x6/oAXsNexFyQi37fZnR7bJdNV0U2QukTgOFI1c9021O4Zysu3r74PzAEla8/urMJpM59FVNejjWewGCbQa32l2VYLBYCHhyCi38g5vxcCg/sQftT2d9UTVRDIqaWpYoFDrI+2zB/259kLPigyuuQvtrapupPsrap/Ng4Dg57BkOmtU251QqzqYNSo6b+8+Nwq2ttU1l/bePYpJcw5pVrU4eOcnjUJBq8MJF6E0dRknSO+BlzSFvluDaV9us6XAMDqP/8WDTBQeQfO87+x0eXLi7kVivc5u+UUqOhwZTxuNetjamoiKyNWzky0bYeAAG3d8K9doTDVnEtr2eTumiLdXy67QhZhSU0DvHjk4fvLE1zTc0rQlkuuyPMx4NPHr6TuRv388hXvxPi7c6gto0Y3rFsNeFjqVqeWlY22zr3rwMA3Ne8HjPuLTeTW4VSV6xFHeRPw5cmoAkNIu9wLHsHPF26KI977XCb87dSo6HhKxNwr1cHU2ERGeu3cOjpFzHmln0Xx6a8ScP/TaTp3FdRBwegS00n6avvOTl7vkPqcMGmA0bUKhhwpxo3NZxONbNwjd7mnBHoq8DTvex7ubWZtds1up/tBfXlf1kfGWI0WYgKV9KlhQp3jXWBn8TzZub/rKOCR4petaw//sDV34+6o0fhGhhI4YkTHBs/oawvFRZmky2h1Gio+8xo3GpZ+1La7duJf/VVm76Ua4A/0a+/hjooCFNBAYXxJzk2frztqrFV7PxPa1EHB9DolfGoQ4PJPxTLnv5Plaaxu9eJsKmHi0ZDo1cn4hFVB1NBEenrNnNwpG2bUvl40XjGc7jVCsOgzSF15R+ceO19LEbHPuLrSvi2bU7nDWXnhabvvgRA0pIVHBpxZVl+QlQlhcVSuRtxEhMTGTNmDOvXr+fCrgqFgh49ejBv3jyio6OvOphdHTtc9b43gk6797DlqJ2bH6qZO5p5cujeu5wdxjVr+dsmRrxx4yyIcTUWvhLMXw0rfoRNddE1/iC57050dhjXxPf5D0kY3tfZYVyz+otWs7HejZk6Xxl3nz7En7Ud+xxBR+uefJiihVV/T/j15jFiBr/7XL9nMjtCr7xYXvis2NlhXLM5o93Z0a79fxe8wd26929+87D/GKXq4t6i46xxbezsMK5ZH0Ocs0O4Kt0GOu4CxrXasKx6j3cuVqmZSYCoqCjWrl2LVqslPj4egOjo6Cu6V1IIIYQQQgghRM1Q6cHkBf7+/nToULNG1kIIIYQQQgghrsxVDyaFEEIIIYQQ4kZjroGrpt6oqm7dbCGEEEIIIYQQNw0ZTAohhBBCCCGEqDRJcxVCCCGEEELUGBaz458nLaxkZlIIIYQQQgghRKXJYFIIIYQQQgghRKVJmqsQQgghhBCixrDIaq7XjcxMCiGEEEIIIYSoNBlMCiGEEEIIIYSoNElzFUIIIYQQQtQYFous5nq9yMykEEIIIYQQQohKk8GkEEIIIYQQQohKkzRXIYQQQgghRI0hq7lePzIzKYQQQgghhBCi0mQwKYQQQgghhBCi0iTNVQghhBBCCFFjWMyymuv1IjOTQgghhBBCCCEqTQaTQgghhBBCCCEqz3KTKCkpsUyfPt1SUlLi7FCuWk2og8VSM+pRE+pgsUg9biQ1oQ4WS82oR02og8Ui9biR1IQ6WCw1ox41oQ4WS82ph6j+FBaL5aZYOzcvLw9fX19yc3Px8fFxdjhXpSbUAWpGPWpCHUDqcSOpCXWAmlGPmlAHkHrcSGpCHaBm1KMm1AFqTj1E9SdprkIIIYQQQgghKk0Gk0IIIYQQQgghKk0Gk0IIIYQQQgghKu2mGUxqNBqmT5+ORqNxdihXrSbUAWpGPWpCHUDqcSOpCXWAmlGPmlAHkHrcSGpCHaBm1KMm1AFqTj1E9XfTLMAjhBBCCCGEEKLq3DQzk0IIIYQQQgghqo4MJoUQQgghhBBCVJoMJoUQQgghhBBCVJoMJoUQQgghhBBCVNpNMZjcuXMnLi4u9OnTx9mhXJXhw4ejUChKX4GBgfTq1YtDhw45O7RKS01NZfz48dSvXx+NRkOdOnW477772LBhg7ND+0/lvwdXV1dCQ0Pp0aMHX375JWaz2dnhVcrFberCq1evXs4OrVIqqsfJkyedHdoVS01NZeLEiURHR+Pm5kZoaCi33XYbn376KUVFRc4O74oMHz6c/v37X7J906ZNKBQKcnJyrntM16qiOlUn1bkO9mL/8ccfcXNzY+7cuc4J6ipV9+9BoVAwevToS343duxYFAoFw4cPv/6BXYULdZk9e7bN9pUrV6JQKJwUVeUlJSXx5JNPEhERgVqtJjIykokTJ5KVleXs0MRN6qYYTC5cuJDx48ezZcsWUlJSnB3OVenVqxfnz5/n/PnzbNiwAZVKRd++fZ0dVqWcPn2atm3bsnHjRt555x0OHz7M77//TteuXRk7dqyzw7siF76H06dPs3btWrp27crEiRPp27cvRqPR2eFVSvk2deH13XffOTusSrNXj6ioKGeHdUUSEhJo06YN69evZ9asWezfv5+dO3fywgsvsHr1av78809nhyjEDWHBggUMHjyYTz/9lMmTJzs7nJtKnTp1WLZsGcXFxaXbSkpK+Pbbb6lbt64TI6s8Nzc33n77bbRarbNDuSoJCQm0a9eO+Ph4vvvuO06ePMlnn33Ghg0b6Ny5M9nZ2c4OUdyEVM4OwNEKCgpYvnw5e/fuJTU1lUWLFvHSSy85O6xK02g0hIWFARAWFsbUqVO5/fbbycjIIDg42MnRXZkxY8agUCjYs2cPnp6epdubNWvGk08+6cTIrlz576FWrVrccsstdOrUiW7durFo0SJGjhzp5AivXPm6VGfVuR5jxoxBpVKxd+9em2Oifv369OvXD3lykxAwZ84cpk+fzrJly3jggQecHc5N55ZbbuHUqVOsWLGCwYMHA7BixQrq1q1bbS7cXdC9e3dOnjzJW2+9xZw5c5wdTqWNHTsWtVrN+vXrcXd3B6Bu3bq0adOGBg0a8PLLL/Ppp586OUpxs6nxM5Pff/89MTExNG7cmCFDhvDll19W+w5aQUEBX3/9NdHR0QQGBjo7nCuSnZ3N77//ztixY206zRf4+fld/6CqyN13302rVq1YsWKFs0MR1UhWVhbr16+v8JgAqlXqlRCO8OKLL/LGG2+wevVqGUg60ZNPPslXX31V+vOXX37JE0884cSIro6LiwuzZs3i448/Jjk52dnhVEp2djbr1q1jzJgxpQPJC8LCwhg8eDDLly+v9n1cUf3U+MHkwoULGTJkCGBNh8vNzWXz5s1OjqryVq9ejZeXF15eXnh7e/PLL7+wfPlylMrq8RWePHkSi8VCTEyMs0NxiJiYGE6fPu3sMCqlfJu68Jo1a5azw6q0i+vx8MMPOzukK3LhmGjcuLHN9qCgoNK6vPjii06KrvLstafevXs7OyxRja1du5Y5c+awatUqunXr5uxwbmpDhgxh27ZtnDlzhjNnzrB9+/bSvlV188ADD9C6dWumT5/u7FAqJT4+HovFQpMmTez+vkmTJmi1WjIyMq5zZOJmV6PTXOPi4tizZw8///wzACqVikcffZSFCxdy1113OTe4SuratWtp6oJWq2X+/Pn07t2bPXv2EBkZ6eTo/ltNv1JmsViq3SxS+TZ1QUBAgJOiuXoX16OiWb7qYs+ePZjNZgYPHoxOp3N2OFfMXnvavXt3te1wCudr2bIlmZmZTJ8+nQ4dOuDl5eXskG5awcHB9OnTh0WLFmGxWOjTpw9BQUHODuuqvf3229x99908//zzzg6l0mp6f0pUPzV6MLlw4UKMRiMRERGl2ywWCxqNhnnz5uHr6+vE6CrH09OT6Ojo0p8XLFiAr68vX3zxBW+++aYTI7syDRs2RKFQcPz4cWeH4hCxsbHV7t6Ri9tUdVVd6xEdHY1CoSAuLs5me/369QEuSWO60dn7HqpbGpm4sdSqVYsff/yRrl270qtXL9auXYu3t7ezw7ppPfnkk4wbNw6ATz75xMnRXJs77riDnj17Mm3atGqzGu2Fc0ZsbKzdlO/Y2Fj8/f2rzToaouaoHjmSV8FoNLJkyRLmzp3LgQMHSl8HDx4kIiKiWq5aWZ5CoUCpVNqsrnYjCwgIoGfPnnzyyScUFhZe8vvq+OiACzZu3Mjhw4cZMGCAs0MR1UhgYCA9evRg3rx5do8JIQRERkayefNmUlNT6dWrF/n5+c4O6abVq1cv9Ho9BoOBnj17OjucazZ79mx+/fVXdu7c6exQrsiFc8b8+fMv6fulpqbyzTff8Oijj1a7LClR/dXYweTq1avRarWMGDGC5s2b27wGDBjAwoULnR1ipeh0OlJTU0lNTSU2Npbx48dTUFDAfffd5+zQrtgnn3yCyWSiQ4cO/PTTT8THxxMbG8tHH31E586dnR3eFbnwPZw7d459+/Yxa9Ys+vXrR9++fRk6dKizw6uU8m3qwiszM9PZYd1U5s+fj9FopF27dixfvpzY2Fji4uL4+uuvOX78OC4uLs4OUQinq1OnDps2bSI9PZ2ePXuSl5fn7JAqLTc31+bC9oEDB0hKSnJ2WJXi4uJCbGwsx44dqxF/m1q0aMHgwYP56KOPnB3KFZs3bx46nY6ePXuyZcsWkpKS+P333+nRowe1atVi5syZzg5R3IRqbJrrwoUL6d69u91U1gEDBjBnzhwOHTpEy5YtnRBd5f3++++Eh4cD4O3tTUxMDD/88EO1uvezfv367Nu3j5kzZzJ58mTOnz9PcHAwbdu2rTZLWV/4HlQqFf7+/rRq1YqPPvqIYcOGVZvFkC4o36YuaNy4cY1NRb4RNWjQgP379zNr1iymTZtGcnIyGo2Gpk2b8vzzzzNmzBhnhyiqMbPZjEpVM07ztWvXZtOmTXTt2pWePXuybt06fHx8nB3WFdu0aRNt2rSx2TZixAgWLFjgpIiuTnX6N78SM2bMYPny5c4O44o1bNiQvXv3Mn36dB555BGys7MJCwujf//+TJ8+vVqueyCqP4VF7uQVQgghapxevXoRHR3NvHnznB2KEEKIGqp6TaUIIYQQ4rK0Wi2rV69m06ZNdO/e3dnhCCGEqMFqRv6LEEIIIQDrqpt///03kydPpl+/fs4ORwghRA0maa5CCCGEEEIIISpN0lyFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlSaDCaFEEIIIYQQQlTa/wPS2OkGYuwrKgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1200x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 664 ms, sys: 23.1 ms, total: 687 ms\n",
      "Wall time: 370 ms\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "# 计算特征之间的皮尔逊相关系数\n",
    "correlation_matrix = X_sampled.corr()\n",
    "\n",
    "# 打印相关系数矩阵\n",
    "print(\"特征之间的皮尔逊相关系数:\")\n",
    "print(correlation_matrix)\n",
    "\n",
    "# 可视化相关系数矩阵\n",
    "plt.figure(figsize=(12, 10))\n",
    "sns.heatmap(correlation_matrix, annot=True, cmap='coolwarm', linewidths=0.5)\n",
    "plt.title('Feature Correlation Matrix (Pearson)')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fabc73de-3ce8-467b-b9ff-be4e0b33dfe0",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "3.2 PCA特征分析"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "6a392634-26f4-4365-8d81-6c331a980e4e",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "解释方差比率:\n",
      "[7.32112697e-01 2.50688395e-01 5.87706032e-03 4.10762630e-03\n",
      " 3.60305222e-03 6.47209454e-04 5.72084264e-04 4.74472168e-04\n",
      " 4.56947698e-04 3.83816548e-04 3.13617774e-04 2.55369860e-04\n",
      " 1.99145159e-04 1.82589389e-04 1.25916246e-04]\n",
      "\n",
      "累计解释方差比率:\n",
      "[0.7321127  0.98280109 0.98867815 0.99278578 0.99638883 0.99703604\n",
      " 0.99760813 0.9980826  0.99853955 0.99892336 0.99923698 0.99949235\n",
      " 0.99969149 0.99987408 1.        ]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 287 ms, sys: 421 ms, total: 708 ms\n",
      "Wall time: 113 ms\n"
     ]
    }
   ],
   "source": [
    "%%time \n",
    "\n",
    "from sklearn.decomposition import PCA\n",
    "\n",
    "# 进行PCA分析\n",
    "pca = PCA()\n",
    "X_pca = pca.fit_transform(X_sampled)\n",
    "\n",
    "# 解释方差比率\n",
    "explained_variance_ratio = pca.explained_variance_ratio_\n",
    "\n",
    "# 累计解释方差比率\n",
    "cumulative_explained_variance_ratio = explained_variance_ratio.cumsum()\n",
    "\n",
    "# 打印解释方差比率和累计解释方差比率\n",
    "print(\"解释方差比率:\")\n",
    "print(explained_variance_ratio)\n",
    "print(\"\\n累计解释方差比率:\")\n",
    "print(cumulative_explained_variance_ratio)\n",
    "\n",
    "# 可视化累计解释方差比率\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.plot(range(1, len(cumulative_explained_variance_ratio) + 1), cumulative_explained_variance_ratio, marker='o', linestyle='--')\n",
    "plt.xlabel('Number of Components')\n",
    "plt.ylabel('Cumulative Explained Variance')\n",
    "plt.title('Explained Variance by Principal Components')\n",
    "plt.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e9655be5-011d-46e0-82ae-11a9235bbd2f",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "从这些数值可以看出，前两个主成分解释了绝大部分的方差）。前两个主成分累计解释了98.29%的方差。过PCA降维，可以显著减少特征数量，同时保留数据中的主要信息，有助于提高后续模型的性能和训练效率。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f8ab5004-0b3e-4ceb-8679-c8fc2bddf3d4",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.07 s, sys: 1.04 s, total: 2.11 s\n",
      "Wall time: 256 ms\n"
     ]
    }
   ],
   "source": [
    "%%time \n",
    "\n",
    "from sklearn.decomposition import PCA\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# 可视化前两个主成分\n",
    "pca = PCA(n_components=2)\n",
    "X_pca = pca.fit_transform(X_sampled)\n",
    "\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.scatter(X_pca[:, 0], X_pca[:, 1], c=y_sampled, cmap='viridis', edgecolor='k', s=50)\n",
    "plt.xlabel('Principal Component 1')\n",
    "plt.ylabel('Principal Component 2')\n",
    "plt.title('PCA of Sampled Dataset')\n",
    "plt.colorbar(label='Class')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c071e1ae-7136-4b13-bab4-e73f4b02ecda",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "3.3 使用K-means聚类分析"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e018d4f2-984d-4d80-96e6-9f1a1cf50de3",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 14.3 s, sys: 28.8 s, total: 43.2 s\n",
      "Wall time: 6.29 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from sklearn.cluster import KMeans\n",
    "from sklearn.metrics import silhouette_score\n",
    "\n",
    "# 轮廓系数\n",
    "silhouette_scores = []\n",
    "k_values = range(2, 5)  # 修改k值范围与计算的轮廓系数匹配\n",
    "for k in k_values:\n",
    "    kmeans = KMeans(n_clusters=k, random_state=0).fit(X_sampled.to_numpy())\n",
    "    silhouette_scores.append(silhouette_score(X_sampled.to_numpy(), kmeans.labels_))\n",
    "\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.plot(k_values, silhouette_scores, marker='o')\n",
    "plt.xlabel('Number of clusters')\n",
    "plt.ylabel('Silhouette Score')\n",
    "plt.title('Silhouette Method')\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ceb8edfe-cfc0-4e71-8214-370180837a79",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n",
      "/Users/eric/miniconda3/lib/python3.11/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "955 ms ± 382 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 16.7 s, sys: 46 s, total: 1min 2s\n",
      "Wall time: 7.33 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "# 使用最佳聚类数进行K-means聚类\n",
    "optimal_k = 3\n",
    "%timeit kmeans = KMeans(n_clusters=optimal_k, random_state=0).fit(X_sampled_np)\n",
    "\n",
    "# 获取聚类标签\n",
    "labels = kmeans.labels_\n",
    "\n",
    "# 可视化聚类结果\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.scatter(X_sampled_np[:, 0], X_sampled_np[:, 1], c=labels, cmap='viridis', edgecolor='k', s=50)\n",
    "plt.xlabel('Feature 1')\n",
    "plt.ylabel('Feature 2')\n",
    "plt.title(f'K-means Clustering with {optimal_k} Clusters')\n",
    "plt.colorbar(label='Cluster Label')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0672618b-6c73-4930-b36e-b304a013b368",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "3.4 使用DBSCAN聚类"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "58756bc7-8e1f-427f-a558-34261e83c686",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 4.72 s, sys: 2.03 s, total: 6.75 s\n",
      "Wall time: 1.03 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "from sklearn.neighbors import NearestNeighbors\n",
    "from sklearn.cluster import DBSCAN\n",
    "\n",
    "# 使用近似最近邻搜索加速DBSCAN\n",
    "nn = NearestNeighbors(n_neighbors=5, algorithm='auto').fit(X_sampled_np)\n",
    "distances, indices = nn.kneighbors(X_sampled_np)\n",
    "eps = np.percentile(distances[:, 4], 95)\n",
    "\n",
    "dbscan = DBSCAN(eps=eps, min_samples=5, n_jobs=-1)  # 使用所有可用的CPU核\n",
    "dbscan_labels = dbscan.fit_predict(X_sampled_np)\n",
    "\n",
    "# 可视化DBSCAN聚类结果\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.scatter(X_sampled_np[:, 0], X_sampled_np[:, 1], c=dbscan_labels, cmap='viridis', edgecolor='k', s=50)\n",
    "plt.xlabel('Feature 1')\n",
    "plt.ylabel('Feature 2')\n",
    "plt.title('DBSCAN Clustering with Approximate Nearest Neighbors')\n",
    "plt.colorbar()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1498e5b5-96f1-406b-a478-febb3d380aac",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 4. 模型训练"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e2bd89ef-b43f-4e57-8cb2-2ecdf8b82694",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "4.1 定义模型pipeline，使用随机森林进行监督学习"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "b60361af-a5dc-4087-931f-c8fbda1f22c8",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from sklearn.ensemble import RandomForestClassifier\n",
    "from sklearn.tree import DecisionTreeClassifier\n",
    "from sklearn.impute import SimpleImputer\n",
    "from sklearn.compose import ColumnTransformer\n",
    "from sklearn.pipeline import Pipeline\n",
    "\n",
    "# 定义数据预处理的Pipeline\n",
    "preprocessor = Pipeline(steps=[\n",
    "    ('imputer', SimpleImputer(strategy='mean')),\n",
    "    ('scaler', StandardScaler())\n",
    "])\n",
    "\n",
    "# 创建一个ColumnTransformer来应用于所有特征列\n",
    "column_transformer = ColumnTransformer(transformers=[\n",
    "    ('num', preprocessor, X.columns)\n",
    "])\n",
    "\n",
    "# 定义模型Pipeline\n",
    "classifier = RandomForestClassifier()\n",
    "pipeline = Pipeline([\n",
    "    ('preprocessor', column_transformer),\n",
    "    ('classifier', classifier)\n",
    "])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1c77e5c-5c5d-45ec-b191-a63edaa85602",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "4.2 训练模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "97df2e32-d8b0-4deb-9509-1696bdc5bff0",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.83 s, sys: 24.1 ms, total: 1.85 s\n",
      "Wall time: 1.85 s\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>Pipeline(steps=[(&#x27;preprocessor&#x27;,\n",
       "                 ColumnTransformer(transformers=[(&#x27;num&#x27;,\n",
       "                                                  Pipeline(steps=[(&#x27;imputer&#x27;,\n",
       "                                                                   SimpleImputer()),\n",
       "                                                                  (&#x27;scaler&#x27;,\n",
       "                                                                   StandardScaler())]),\n",
       "                                                  Index([&#x27;A&#x27;, &#x27;B&#x27;, &#x27;C&#x27;, &#x27;D&#x27;, &#x27;E&#x27;, &#x27;F&#x27;, &#x27;G&#x27;, &#x27;H&#x27;, &#x27;I&#x27;, &#x27;J&#x27;, &#x27;K&#x27;, &#x27;L&#x27;, &#x27;M&#x27;, &#x27;N&#x27;,\n",
       "       &#x27;O&#x27;],\n",
       "      dtype=&#x27;object&#x27;))])),\n",
       "                (&#x27;classifier&#x27;, RandomForestClassifier())])</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item sk-dashed-wrapped\"><div class=\"sk-label-container\"><div class=\"sk-label sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" ><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">Pipeline</label><div class=\"sk-toggleable__content\"><pre>Pipeline(steps=[(&#x27;preprocessor&#x27;,\n",
       "                 ColumnTransformer(transformers=[(&#x27;num&#x27;,\n",
       "                                                  Pipeline(steps=[(&#x27;imputer&#x27;,\n",
       "                                                                   SimpleImputer()),\n",
       "                                                                  (&#x27;scaler&#x27;,\n",
       "                                                                   StandardScaler())]),\n",
       "                                                  Index([&#x27;A&#x27;, &#x27;B&#x27;, &#x27;C&#x27;, &#x27;D&#x27;, &#x27;E&#x27;, &#x27;F&#x27;, &#x27;G&#x27;, &#x27;H&#x27;, &#x27;I&#x27;, &#x27;J&#x27;, &#x27;K&#x27;, &#x27;L&#x27;, &#x27;M&#x27;, &#x27;N&#x27;,\n",
       "       &#x27;O&#x27;],\n",
       "      dtype=&#x27;object&#x27;))])),\n",
       "                (&#x27;classifier&#x27;, RandomForestClassifier())])</pre></div></div></div><div class=\"sk-serial\"><div class=\"sk-item sk-dashed-wrapped\"><div class=\"sk-label-container\"><div class=\"sk-label sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-2\" type=\"checkbox\" ><label for=\"sk-estimator-id-2\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">preprocessor: ColumnTransformer</label><div class=\"sk-toggleable__content\"><pre>ColumnTransformer(transformers=[(&#x27;num&#x27;,\n",
       "                                 Pipeline(steps=[(&#x27;imputer&#x27;, SimpleImputer()),\n",
       "                                                 (&#x27;scaler&#x27;, StandardScaler())]),\n",
       "                                 Index([&#x27;A&#x27;, &#x27;B&#x27;, &#x27;C&#x27;, &#x27;D&#x27;, &#x27;E&#x27;, &#x27;F&#x27;, &#x27;G&#x27;, &#x27;H&#x27;, &#x27;I&#x27;, &#x27;J&#x27;, &#x27;K&#x27;, &#x27;L&#x27;, &#x27;M&#x27;, &#x27;N&#x27;,\n",
       "       &#x27;O&#x27;],\n",
       "      dtype=&#x27;object&#x27;))])</pre></div></div></div><div class=\"sk-parallel\"><div class=\"sk-parallel-item\"><div class=\"sk-item\"><div class=\"sk-label-container\"><div class=\"sk-label sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-3\" type=\"checkbox\" ><label for=\"sk-estimator-id-3\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">num</label><div class=\"sk-toggleable__content\"><pre>Index([&#x27;A&#x27;, &#x27;B&#x27;, &#x27;C&#x27;, &#x27;D&#x27;, &#x27;E&#x27;, &#x27;F&#x27;, &#x27;G&#x27;, &#x27;H&#x27;, &#x27;I&#x27;, &#x27;J&#x27;, &#x27;K&#x27;, &#x27;L&#x27;, &#x27;M&#x27;, &#x27;N&#x27;,\n",
       "       &#x27;O&#x27;],\n",
       "      dtype=&#x27;object&#x27;)</pre></div></div></div><div class=\"sk-serial\"><div class=\"sk-item\"><div class=\"sk-serial\"><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-4\" type=\"checkbox\" ><label for=\"sk-estimator-id-4\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">SimpleImputer</label><div class=\"sk-toggleable__content\"><pre>SimpleImputer()</pre></div></div></div><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-5\" type=\"checkbox\" ><label for=\"sk-estimator-id-5\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">StandardScaler</label><div class=\"sk-toggleable__content\"><pre>StandardScaler()</pre></div></div></div></div></div></div></div></div></div></div><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-6\" type=\"checkbox\" ><label for=\"sk-estimator-id-6\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">RandomForestClassifier</label><div class=\"sk-toggleable__content\"><pre>RandomForestClassifier()</pre></div></div></div></div></div></div></div>"
      ],
      "text/plain": [
       "Pipeline(steps=[('preprocessor',\n",
       "                 ColumnTransformer(transformers=[('num',\n",
       "                                                  Pipeline(steps=[('imputer',\n",
       "                                                                   SimpleImputer()),\n",
       "                                                                  ('scaler',\n",
       "                                                                   StandardScaler())]),\n",
       "                                                  Index(['A', 'B', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'J', 'K', 'L', 'M', 'N',\n",
       "       'O'],\n",
       "      dtype='object'))])),\n",
       "                ('classifier', RandomForestClassifier())])"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "# 训练模型\n",
    "pipeline.fit(X_train_sample, y_train_sample)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ce558c10-23bc-4270-8956-e75e1db4f9f3",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "4.3 评测模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "528d8745-8903-4a4d-9ddc-c7581d47a005",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "训练集评估:\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "           1       1.00      1.00      1.00      1291\n",
      "           2       1.00      1.00      1.00      3106\n",
      "           3       1.00      1.00      1.00      4003\n",
      "\n",
      "    accuracy                           1.00      8400\n",
      "   macro avg       1.00      1.00      1.00      8400\n",
      "weighted avg       1.00      1.00      1.00      8400\n",
      "\n",
      "测试集评估:\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "           1       0.33      0.49      0.40       390\n",
      "           2       0.99      0.74      0.85      1750\n",
      "           3       0.62      0.73      0.67      1460\n",
      "\n",
      "    accuracy                           0.71      3600\n",
      "   macro avg       0.65      0.65      0.64      3600\n",
      "weighted avg       0.77      0.71      0.73      3600\n",
      "\n",
      "CPU times: user 143 ms, sys: 5.53 ms, total: 148 ms\n",
      "Wall time: 161 ms\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "from sklearn.pipeline import Pipeline\n",
    "from sklearn.metrics import classification_report\n",
    "\n",
    "# 在训练集上评估模型\n",
    "print(\"训练集评估:\")\n",
    "print(classification_report(pipeline.predict(X_train_sample), y_train_sample))\n",
    "\n",
    "# 在测试集上评估模型\n",
    "print(\"测试集评估:\")\n",
    "print(classification_report(pipeline.predict(X_test_sample), y_test_sample))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e868cfd-c486-47a6-a3e4-1543655ed6de",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 4. 模型保存和转换为ONNX格式"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "65ecbdb4-853d-4422-bd29-2706e383f306",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import onnx\n",
    "import onnxruntime as rt\n",
    "\n",
    "from skl2onnx import convert_sklearn\n",
    "from skl2onnx.common.data_types import FloatTensorType\n",
    "from skl2onnx import convert_sklearn\n",
    "from skl2onnx.common.data_types import FloatTensorType\n",
    "\n",
    "# 定义ONNX输入类型\n",
    "input_types = [(x, FloatTensorType([None, 1])) for x in X_train_sample.columns]\n",
    "\n",
    "try:\n",
    "    model_onnx = convert_sklearn(pipeline, initial_types=input_types)\n",
    "except Exception as e:\n",
    "    print(e)\n",
    "\n",
    "# 保存ONNX模型\n",
    "onnx_model_path = \"pipeline_model.onnx\"\n",
    "with open(onnx_model_path, \"wb\") as f:\n",
    "    f.write(model_onnx.SerializeToString())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a56ffdb8-e640-4f08-9328-a56091d3c8dd",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "## 5. 使用ONNX模型进行推理"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "a243aaf5-2092-49d7-8218-cb890a46c027",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ONNX模型预测结果: [3 2 2 ... 2 1 2]\n",
      "\n",
      "ONNX模型预测结果评估:\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "           1       0.49      0.33      0.39       573\n",
      "           2       0.74      0.99      0.85      1297\n",
      "           3       0.73      0.62      0.67      1730\n",
      "\n",
      "    accuracy                           0.71      3600\n",
      "   macro avg       0.65      0.65      0.64      3600\n",
      "weighted avg       0.69      0.71      0.69      3600\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# 加载ONNX模型并进行预测\n",
    "inputs_onnx = {k: np.array(v).astype(np.float32).reshape(-1, 1) for k, v in X_test_sample.to_dict(orient='list').items()}\n",
    "session_onnx = rt.InferenceSession(onnx_model_path)\n",
    "predict_onnx = session_onnx.run(None, inputs_onnx)\n",
    "print(\"ONNX模型预测结果:\", predict_onnx[0])\n",
    "\n",
    "# 将ONNX预测结果与实际测试集标签进行比较\n",
    "print(\"\\nONNX模型预测结果评估:\")\n",
    "print(classification_report(y_test_sample, predict_onnx[0]))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3621896b-bb8b-449b-8986-e73ead47686c",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "保存为pmml格式模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ecd9433a-0c36-414f-971e-d22941f62df7",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "from sklearn2pmml.decoration import ContinuousDomain\n",
    "from sklearn2pmml.pipeline import PMMLPipeline\n",
    "from sklearn2pmml import sklearn2pmml"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c7689ef0-63c4-4cfc-87f8-fc3936a68350",
   "metadata": {},
   "source": [
    "绘制pipline图表"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "10f2a9ea-74a4-4bca-bc8c-5e2c7ab09c1a",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
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      ],
      "text/plain": [
       "<graphviz.sources.Source at 0x2ba21a790>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from onnx.tools.net_drawer import GetPydotGraph, GetOpNodeProducer\n",
    "\n",
    "import graphviz\n",
    "\n",
    "pydot_graph = GetPydotGraph(model_onnx.graph,\n",
    "                            name=model_onnx.graph.name,\n",
    "                            rankdir=\"TB\",\n",
    "                            node_producer=GetOpNodeProducer(\"docstring\",\n",
    "                                                            color=\"yellow\",\n",
    "                                                            fillcolor=\"yellow\",\n",
    "                                                            style=\"filled\"))\n",
    "\n",
    "graphviz.Source(pydot_graph.to_string())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bb7f627d-a43f-410b-9662-8c86dd21d0a6",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [],
   "source": []
  }
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